# data[].attributes.headline
Elevate your living spaces with the expertise of our seasoned interior designers in Delhi. From conceptualization to execution, our team is dedicated to creating spaces that harmonize aesthetics, functionality, and your unique style.

# data[].attributes.subject
Elevate your living spaces with the expertise of our seasoned interior designers in Delhi. From conceptualization to execution, our team is dedicated to creating spaces that harmonize aesthetics, functionality, and your unique style.

# data[].attributes.body
https://bit.ly/3BzBqym https://bit.ly/3IduRF5 https://bit.ly/3IihYcS https://bit.ly/3Wex6y2 https://bit.ly/459LfAo https://bit.ly/3WareFM https://bit.ly/3pQ0C0E https://bit.ly/47m1sDy https://bit.ly/47zGRuT https://bit.ly/47v44hK https://bit.ly/47TexnJ https://bit.ly/47B2ZFj https://bit.ly/47v0qoR https://bit.ly/3G2sELq https://bit.ly/3SFQaVV https://bit.ly/3MGOEPO https://bit.ly/3R2QL2E https://bit.ly/41HK9J9 https://bit.ly/45SGJp8 https://bit.ly/3RRjHf0 https://bit.ly/3Zfntk3 https://bit.ly/46nHiIK https://bit.ly/3FAiRfc https://bit.ly/3FSEYxT https://bit.ly/47895N0 https://bit.ly/3FyYRtv https://bit.ly/3s8pH8J https://bit.ly/3QyfbRD https://bit.ly/3tMgqUd https://bit.ly/45OifgR https://bit.ly/3tRqwU0 https://bit.ly/471rc7o https://bit.ly/49dSxFA https://bit.ly/3QbFSdj https://bit.ly/478n59w https://bit.ly/3s7MfGy https://bit.ly/3FFC1jL https://bit.ly/3LiD906 https://bit.ly/44PVWXJ https://bit.ly/45MdqFD https://bit.ly/3LlOIn8 http://bit.ly/45isZnl https://bit.ly/3topPkL https://bit.ly/3topVc7 https://bit.ly/3ROoQ7B https://bit.ly/3ZLoMHD https://bit.ly/3FYAO7A https://bit.ly/3FZVRX8 https://bit.ly/3G07yNN https://bit.ly/40Ja2K4 https://bit.ly/3FYAO7A https://bit.ly/3FZVRX8 https://bit.ly/3G07yNN https://bit.ly/40Ja2K4 https://bit.ly/3FYAO7A https://bit.ly/3FZVRX8 https://bit.ly/3G07yNN https://bit.ly/40Ja2K4 https://bit.ly/3FYAO7A https://bit.ly/3FZVRX8 https://bit.ly/3G07yNN https://bit.ly/45eUGNV https://bit.ly/45eUGNV https://bit.ly/45eUGNV https://bit.ly/45eUGNV https://bit.ly/45eUGNV https://bit.ly/45eUGNV https://bit.ly/45eUGNV https://bit.ly/46koPNi https://bit.ly/46koPNi https://bit.ly/46koPNi https://bit.ly/46koPNi https://bit.ly/46koPNi https://bit.ly/3rJXdSm https://bit.ly/3rJXdSm https://bit.ly/3rJXdSm https://bit.ly/3rJXdSm https://bit.ly/3rJXdSm https://bit.ly/3rJXdSm https://bit.ly/3QaOYbL

# data[].attributes.headline
Hypertherm XPR 170: A high-performance plasma cutting system from Hypertherm, known for its precision and efficiency.

# data[].attributes.subject
Hypertherm XPR 170: A high-performance plasma cutting system from Hypertherm, known for its precision and efficiency.

# data[].attributes.body
https://tinyurl.com/2c85xfsj https://tinyurl.com/mrxkwzkz https://tinyurl.com/24y96w2x https://tinyurl.com/43ajt8r7 https://tinyurl.com/bd8c2e6p https://tinyurl.com/bd8c2e6p https://tinyurl.com/yknauf78 https://tinyurl.com/yknauf78 https://bit.ly/47azQ3Y https://bit.ly/47azQ3Y https://bit.ly/47azQ3Y https://bit.ly/47azQ3Y https://bit.ly/47azQ3Y https://bit.ly/47azQ3Y https://bit.ly/47azQ3Y https://tinyurl.com/yhxf3kz5 https://tinyurl.com/yc7vd82r https://tinyurl.com/yc7vd82r https://bit.ly/40WjUjL https://bit.ly/40WjUjL https://bit.ly/40WjUjL https://bit.ly/40WjUjL https://bit.ly/40WjUjL https://bit.ly/47h4nNt https://bit.ly/3QGH9cD https://bit.ly/3QGH9cD https://bit.ly/3QGH9cD https://bit.ly/3QGH9cD https://bit.ly/3ukgQl7 https://bit.ly/3ukgQl8 https://bit.ly/3ukgQl9 https://tinyurl.com/2vvn3pb8 https://tinyurl.com/mr3acrz3 https://tinyurl.com/nhjar3k8 https://tinyurl.com/z3evvd34 https://tinyurl.com/yen3wxfc https://tinyurl.com/4k8yr65m https://tinyurl.com/ms752m3n https://tinyurl.com/ajnsh8x6 https://tinyurl.com/2ymxn6yf https://tinyurl.com/w99y8uxz https://tinyurl.com/2ypjcbcy https://tinyurl.com/txvf6vy5 https://tinyurl.com/2mfjmw2s https://tinyurl.com/5by584a8 https://tinyurl.com/vvsr22rb https://tinyurl.com/k5jxyazb https://tinyurl.com/4fjb5r5v https://tinyurl.com/3xbjkpt4 https://tinyurl.com/2jj6jrax https://tinyurl.com/4zcdystj https://tinyurl.com/a44ad5np https://tinyurl.com/mtc2nwve https://tinyurl.com/mtc2nwve https://tinyurl.com/mtc2nwve https://tinyurl.com/mtc2nwve https://tinyurl.com/mty7jzj6 https://tinyurl.com/mty7jzj6 https://tinyurl.com/mty7jzj6 https://tinyurl.com/mty7jzj6 https://tinyurl.com/mty7jzj6 https://tinyurl.com/mty7jzj6 https://tinyurl.com/mty7jzj6 https://tinyurl.com/3jmkzwth https://tinyurl.com/4k9266kh https://tinyurl.com/2fpkhacy https://tinyurl.com/4z44e9dv https://tinyurl.com/ycxru62w https://tinyurl.com/5a8wmyfj https://tinyurl.com/6448cktm https://tinyurl.com/k45s9f4y https://tinyurl.com/k7y5cm6m https://tinyurl.com/2p9ffbmc https://tinyurl.com/7wf7k9td https://tinyurl.com/mr5hfzyt https://tinyurl.com/24sd6ahh https://tinyurl.com/2e9sa8pe https://tinyurl.com/4w79ew9c https://tinyurl.com/3fp3uv6n https://tinyurl.com/3nv55bnu https://tinyurl.com/359fa5f80

# data[].attributes.headline
commercial interior designer company n delhi

# data[].attributes.subject
commercial interior designer company n delhi

# data[].attributes.body
http://bit.ly/45ZD5KT
http://bit.ly/3ZF35sZ
http://bit.ly/3RrRUBy
http://bit.ly/3RtYGa2
http://bit.ly/451qshl
http://bit.ly/3t6QoKY
http://bit.ly/46jgOaN
http://bit.ly/3RrSmzK
http://bit.ly/3PLQosX
http://bit.ly/3rjYYpd
http://bit.ly/45Yn3AW
http://bit.ly/44U7jOg
http://bit.ly/3EMbf9e
http://bit.ly/3Lwr87h
http://bit.ly/3rbddNi
http://bit.ly/3rbdfoo
http://bit.ly/3EM2uMk
http://bit.ly/3PMwhLg
http://bit.ly/3rk5Djc
http://bit.ly/46jhtJj
http://bit.ly/48fSicm
http://bit.ly/44ZQhOS
http://bit.ly/48hydm9
http://bit.ly/46ofzY5
http://bit.ly/3ZpmKNa
http://bit.ly/48kbm9n
http://bit.ly/3Znh86d
http://bit.ly/48mWWoW
http://bit.ly/3PJKE2P
http://bit.ly/3t3vkoQ
http://bit.ly/3PLCgQ9
http://bit.ly/3PyHs94
http://bit.ly/3rleLnU
http://bit.ly/48kO7Mz
http://bit.ly/48oWPJv

# data[].attributes.body
Content has been an amazing resource for our company. They are fast, professional, and reliable. I highly recommend them to anyone looking for a website.

<a href="https://t.ly/Qp83">https://t.ly/Qp83</a>
<a href="https://t.ly/Ozt-">https://t.ly/Ozt-</a>
<a href="https://t.ly/2BPD">https://t.ly/2BPD</a>
<a href="https://t.ly/gBHRq">https://t.ly/gBHRq</a>
<a href="https://cutt.ly/g4Edwvg">https://cutt.ly/g4Edwvg</a>
<a href="https://cutt.ly/s4EdiUI">https://cutt.ly/s4EdiUI</a>
<a href="https://cutt.ly/W4EddMw">https://cutt.ly/W4EddMw</a>
<a href="https://cutt.ly/a4EdkZc">https://cutt.ly/a4EdkZc</a>
<a href="https://tinyurl.com/mvep6jkt">https://tinyurl.com/mvep6jkt</a>
<a href="https://tinyurl.com/4b8yx9me">https://tinyurl.com/4b8yx9me</a>
<a href="https://tinyurl.com/vc73zsxt">https://tinyurl.com/vc73zsxt</a>
<a href="https://tinyurl.com/23rbkr8b">https://tinyurl.com/23rbkr8b</a>

# data[].attributes.body
I really enjoy reading your blog. It's very informative and I've learned a lot from it. Your writing is easy to understand and you always provide helpful tips. I'm sure that other readers will also find your blog helpful. Thanks for sharing your knowledge with us!

http://bit.ly/3IzLjQT
http://bit.ly/3IzLjQT
http://bit.ly/3KkXZMP
http://bit.ly/3Km0Uon
http://bit.ly/3TEdRfP
http://bit.ly/3TE1ikw
http://bit.ly/3JCVFPg
http://bit.ly/3K3dd8F
http://bit.ly/3JxiMuq
http://bit.ly/3JFEgFl
http://t.ly/z6Gx
http://t.ly/53ck
http://t.ly/T2LJj
http://t.ly/cC_k
http://t.ly/7fu1
http://t.ly/Ue7u
http://t.ly/2Rrq
http://t.ly/8RM5M
http://t.ly/133m
http://t.ly/ALui
http://cutt.ly/r4EtDaG
http://cutt.ly/94EtXkM
http://cutt.ly/n4EtBjg
http://cutt.ly/Z4EtMYO
http://cutt.ly/X4Et061
http://cutt.ly/4Et8EF
http://cutt.ly/Q4EyAU8
http://cutt.ly/04EyJeA
http://cutt.ly/74EyXq0
http://cutt.ly/K4EyV9T
http://tinyurl.com/zvvrm56
http://tinyurl.com/4fe3eb97
http://tinyurl.com/nhkpf24
http://tinyurl.com/m348a4ne
http://tinyurl.com/2kdktuwc
http://tinyurl.com/2a82pfyn
http://tinyurl.com/d3t93y8f
http://tinyurl.com/3nprn7k
http://tinyurl.com/ytjnzrk3
http://tinyurl.com/5c96face

# data[].attributes.body
Excellently written and presented, this is a must have for everyone who loves literature. | UAE Embassy Attestation services provide individuals and businesses with a quick, easy and hassle-free way to obtain the necessary attestations and approvals from the UAE Embassy. We offer a wide range of services including certificate attestation, visa processing, power of attorney attestation, document legalization and more. | https://bit.ly/3W6oTdy

# data[].attributes.headline
Play the Best Unblocked Slope Games of The Year in 2023

# data[].attributes.subject
Play the Best Unblocked Slope Games of The Year in 2023

# data[].attributes.body
It's very normal to watch all gamers always looking for new ways to play online games. Playing all sorts game online Slope Unblocked Game they want to gain the best playing experiences for themselves. And initially, they want to have fun playing with their buddies and competitors. Therefore, if you are exhausted of playing traditional and in-game ball games the following article we'll provide an alternative.

Furthermore, if looking for something different and cool online video game then you can look into the Slope games unblocked. If you take part in all the free online games, players can experience the most enjoyable gaming experience and enjoyment at the same time. Initially, the unblocked slope games are accessible on various kinds of platforms and websites equally. All you have do is visit the websites that offer slope unblocked and unblocked games WTF.

Then, we'll aid you and help you learn how to play unbanned games available on the platforms. Furthermore, you could play lots of widely played and banned games and play no-cost online games on video with the help of these two websites. In this regard, let's read through some of the most important details about slopes that are unblocked.

Preface Of Slope Games Unblocked:

This particular game is able to provide 3D forever online gaming for all users and participants. The most notable features of games without a slope are speedy, light, and easy control, and extremely addicting playing online games. It's a sport and players must complete the entire game Rolling down their ball.

Read Also: SnapTik

The ball is specifically designed using green light and the other games use exactly the same green lighting. The whole structure of the game has vast areas, which are surrounded with many balls. Each ball will slowly go towards the down of the slope as you play.

Throughout, the whole game is played with the green ball. players begin to play their games had to go through a series of tests and potentially dangerous components. But, it's a manipulated game and you need focus on the game to win the round. At first the speed of the game will be much lower but initially then it will grow very fast. Thus, you should increase the speed of the game in case you don't want lose the 3D experiences of this particular online gaming.

If you play many games, you don't have to feel tired but you'll become intrigued and keen to play more games. Furthermore, it may seem like managing the balls is easy but it is not as simple in fact.

When playing the slope game unblocked when you are passing your ball through the red blocks you will have to stay aware and focused in order to get through all blocks. Another great feature in this online game is that it offers the most simple interface to all its players. And it is the best part of the game because it is able to keep their player's attention for hours.

How To Play Slope Unblocked Games?

In order to play the games, you'll need to pass your balls across the green light. It does not matter how it appears to be simple and simple, but in actual the game isn't that simple to control your ball. As time goes by you'll have to face plenty of issues while playing the slope unblocked games and moving the ball around the green lights.

The players must stay aware and attentive when they watch for their ball's motion. To guide the ball toward the left or right area, gamers may utilize the arrow keys of either direction. Then, they may make use of keys like Q A, D, and E. Every time you play, slope-free games are able to provide you with new challenges and randomly offer you the chance to pick your games. Additionally, randomly selected games generally have thin Slanting and plenty of red blocks in your game route. Whenever, a user will be heating the red blocks, the game will instantly stop at this point. To restart the game they need to start it all over again from scratch.

Components Of The Slope Games

Let's look at some of these key elements of this slope.

It's a never-ending good adventure type of game mode.

Gamers can experience the best 3D atmosphere as they speed up their rushing balls.

This particular game of was every participant to be able to experience an exciting and exciting game mode, by playing random games.

Read More: What Outer Space Movie Came Out In 1992

Furthermore, the difficulty of this particular game gets harder with time or as you reach the advanced level.

The overall design of the game , or the interface in the game itself is modern in design.

And lastly, the user might be unable to play in the event that they don't pay attention to their attention on the game.

Advantages You Get From Slope Unblocked Games:

Players will have to deal with different kinds of ups and downs when playing games. The red blocks can at any time bring you to the end of your gaming experience on this gaming website. Therefore, it is imperative that you remain on keen attention and alertness throughout the whole game while passing your green balls over those red bricks. There are many kinds of spots while playing video games at unblocked games slope and every time , they provide a new setting for their users. The game will give users challenging experiences as well as rewarding experiences at the same in the same moment.

Through playing a variety of challenging slope unblocked games wtf, your kids will see their eye and hand coordination advance. When the ball begins to move forward , your children will immediately put their eyes and hands join to position the balls in the right place. To be able to finish the game you must be skilled in your motor skilling otherwise you want able to win the game. Additionally, if don't pay full concentration on the game, your balls will bust as they close to that red block.

जलाने attitude शायरी सच्चा प्यार करने वाली शायरी हैप्पी बर्थडे शायरी हिंदी 2 line हौसला पर शायरी प्रेरणादायक मोटिवेशन शायरी हैप्पी क्रिसमस डे शायरी खतरनाक attitude शायरी बात नहीं करने की शायरी दर्द दोस्ती शायरी झूठे मतलबी रिश्ते शायरी बात नहीं करने की शायर प्यार बढ़ाने वाली शायरी शेर शायरी विश्वास पर धोखा शायरी स्वार्थी लोग मतलबी रिश्ते शायरी माँ पर शायरी माँ की तारीफ में शायरी सुपर शायरी हिंदी परेशान जिंदगी शायरी 15 अगस्त की बधाई शायरी झूठे लोग शायरी माँ की ममता पर शायरी दबंग शायरी रिश्तों की दर्द भरी शायरी दिल को चुभ जाने वाली शायरी खतरनाक मोटिवेशनल शायरी अपनों से धोखा शायरी इन हिंदी शायरी डाउनलोड ताने मारने वाली शायरी ग्रीटिंग कार्ड पर लिखने वाली शायरी उदास जिंदगी शायरी 26 जनवरी पर शायरी सावन की शुभकामनाएं शायरी राजनीति शायरी महिला दिवस पर शायरी भरोसा झूठ शायरी जबरदस्त शायरी हिंदी+शायरी+लव+रोमांटिक+दो+लाइन मतलबी घटिया लोगों पर शायरी सुविचार good नाईट शायरी रिश्तेदार मतलबी रिश्ते शायरी हैप्पी बर्थडे हिंदी शायरी 2 लाइन दिल से चाहने वाली शायरी गैंगस्टर शायरी उम्मीद शायरी इन हिंदी जिगरी दोस्त शायरी जिंदगी शायरी दो लाइन पिता पुत्री शायरी दुनिया की हकीकत शायरी अपनों से धोखा शायरी इन हिंदी sms जोश भर देने वाली देशभक्ति शायरी

# data[].attributes.body
How do you describe quadratic inequalities?

# data[].attributes.headline
quadratic inequalities using quadratic formula

# data[].attributes.subject
quadratic inequalities using quadratic formula

# data[].attributes.headline
María Paula Montemayor  A01196916                     Paola Martínez A01197001                                                                                                                                          

# data[].attributes.subject
María Paula Montemayor  A01196916                     Paola Martínez A01197001                                                                                                                                          

# data[].attributes.body
Graph

# data[].attributes.body
quadratic inequalities

# data[].attributes.headline
Rubén Darío Casso A01196975;     Paola de la Garza A01196958;                 Lucía Mayagoitia A01196920

# data[].attributes.subject
Rubén Darío Casso A01196975;     Paola de la Garza A01196958;                 Lucía Mayagoitia A01196920

# data[].attributes.body
Respuestas en el archivo adjunto.

# data[].attributes.body
77

find out if it is greater that zero or l

a)A Quadratic equation in standard form is this: ax^2 + bx + c = 0

Inequalities have the following symbols: >, <, ≤, ≥

b)therefore quadratic inequalities look like this: 3x^2 + 4x + 2 < 0

c)We solve these inequalities by finding intervals.

first you find the =0 points

and in between those =0 points there are intervals that are greater than zero or less than zero

then you use a test value to

less than zero

d)example:

Solving Quadratic Inequalities (Solving Quadratic Inequalities)

http://www.mathsisfun.com/algebra/inequality-quadratic-solving.htmlKanold, L. (1993). Graphing Quadratic Inequalities. In

Algebra 1. Heath and Company.

# data[].attributes.headline
Mariana Rizza                                             Alejandra García                                      Ana Gabriela Martínez 

# data[].attributes.subject
Mariana Rizza                                             Alejandra García                                      Ana Gabriela Martínez 

# data[].attributes.headline
CONTINUE MARIANA SALINAS, JESSICA PEÑA Y VALERIA RANGEL. 

# data[].attributes.subject
CONTINUE MARIANA SALINAS, JESSICA PEÑA Y VALERIA RANGEL. 

# data[].attributes.body
B. A linear equation is one where the solution set can be drawn as a line. For example, something of the form y = mx + b. Since m and b are constants, the set of point (x,y) that are solutions to the equation forms a line. The important difference in the equation is that both x and y are not raised to any powers. A quadratic equation is one where the solution set can be drawn as a parabola which is a special curve shape. The equation generally involves either x or y raised to the second power. For example, something of the form y = ax² + bx + c or x = ay² + by + c where a, b, and c are constants.

C. The steps to solve a Quadratic Inequality are:

1) Get the x-intercepts, by

Quadratic Formula (always works)

Factoring (if the roots are rational)

Completing the square (always works)

Graphing (approximation)

2) Solve the quadratic inequality, based on the values of the two real roots.(x-intercepts)3) Express the answer (or solution-set) in the form of intervals.
REFERENCES

References:
Website:
May, K. (2009). Differences Between Quadratic & Linear Equations. Retrieved from:http://www.ehow.com/facts_5483849_differences-between-quadratic-linear-equations.html

Book:

Runde, A. (n.d.). Chapter 8 Quadratic Equations. In <i>Intermediate Algebra For Collage Students</i> (8th ed., p. 703). Pearson Education.

D.

# data[].attributes.headline
WHAT IS THE DIFFERENCE BETWEEN A LINEAR INEQUALITY AND A QUADRATIC INEQUALITY?A linear equation is one where the solution set can be drawn as a line. For example, something of the form y = mx + b. Since m and b are constants, the set of point (x,y) that are solutions to the equation forms a line. The important difference in the equation is that both x and y are not raised to any powers. A quadratic equation is one where the solution set can be drawn as a parabola which is a special curve shape. The equation generally involves either x or y raised to the second power. For example, something of the form y = ax² + bx + c or x = ay² + by + c where a, b, and c are constants.x-intercept First, you need to look at the associated two-variable equation, y = –x2 + 4, and consider where its graph is below the x-axis. To do this, you need to know where the graph crosses the x-axis. First you need to find where –x2 + 4 is equal to zero:–x2 + 4 = 0 x2 – 4 = 0 (x + 2)(x – 2) = 0 x = –2  or  x = 2Interval This says that the quadratic crosses the x-axis at x = –2 and at x = 2.(FIRST IMAGE)These zeroes divide the number line into three intervals:(SECOND IMAGE)Test Value Since this is a "negative" quadratic, it graphs as an upside-down parabola. In other words, the graph is high in the middle, and low on the ends:  (THIRD IMAGE, LEFT)  |    |   To solve the original inequality, I need to find the intervals where the graph is below the axis.  My knowledge of graphing, together with the zeroes I found above, tells me that that I want the intervals on either end, rather than the interval in the middle:

# data[].attributes.subject
WHAT IS THE DIFFERENCE BETWEEN A LINEAR INEQUALITY AND A QUADRATIC INEQUALITY?A linear equation is one where the solution set can be drawn as a line. For example, something of the form y = mx + b. Since m and b are constants, the set of point (x,y) that are solutions to the equation forms a line. The important difference in the equation is that both x and y are not raised to any powers. A quadratic equation is one where the solution set can be drawn as a parabola which is a special curve shape. The equation generally involves either x or y raised to the second power. For example, something of the form y = ax² + bx + c or x = ay² + by + c where a, b, and c are constants.x-intercept First, you need to look at the associated two-variable equation, y = –x2 + 4, and consider where its graph is below the x-axis. To do this, you need to know where the graph crosses the x-axis. First you need to find where –x2 + 4 is equal to zero:–x2 + 4 = 0 x2 – 4 = 0 (x + 2)(x – 2) = 0 x = –2  or  x = 2Interval This says that the quadratic crosses the x-axis at x = –2 and at x = 2.(FIRST IMAGE)These zeroes divide the number line into three intervals:(SECOND IMAGE)Test Value Since this is a "negative" quadratic, it graphs as an upside-down parabola. In other words, the graph is high in the middle, and low on the ends:  (THIRD IMAGE, LEFT)  |    |   To solve the original inequality, I need to find the intervals where the graph is below the axis.  My knowledge of graphing, together with the zeroes I found above, tells me that that I want the intervals on either end, rather than the interval in the middle:

# data[].attributes.headline
Mariana Rizza A01197019                           Alejandra García A01196936                   Ana Gabriela Martínez A01197009

# data[].attributes.subject
Mariana Rizza A01197019                           Alejandra García A01196936                   Ana Gabriela Martínez A01197009

# data[].attributes.body
1) Quadratic inequality:

A quadratic inequality has the same characteristics as a second-degree equation, except that in place of the equal sign there is an inequality symbol. The standard form of the inequality has all terms on the left side of the inequality symbol with only 0 on the right.

2) What is the difference between a
linear inequality and a quadratic inequality?

Equations: Linear equations are in the form y=mx+b, where quadratic equations have a variable that is squared, so they are in the form y=ax^2+bx+c

Graphs: The Graph of a linear equation on a x-y coordinate plane is a straight line. A quadratic equation results in a graph shaped like a parabola

Slope: A common task with linear equations is finding the line’s slope, which is equal to m in the equation y=mx+b. A quadratic equation’s slope is always changing because the parabola is curved.

Solving: Linear equations only require simple algebra of adding, subtracting, multiplying and dividing, more complicated processes of factoring, finding square roots or using the quadratic formula solve quadratic equations.

Solutions: When given a y value, a linear equation will result in only one solution for an x value. A quadratic equation can have two solutions for x when given a y value.

3) Determine how to solve a
quadratic inequality with steps:

1. If necessary, first rewrite the inequality in standard form; that is put all the terms on the left side with only 0 remaining on the right side of the inequality symbol.

2. Let y= the algebraic expression on
the left side of the inequality symbol, resulting in a quadratic equation.

3. Find the x-intercepts by solving 0=ax^2+bx+c and do a sketch of the quadratic equation showing only the intercept(s). There is no need to locate the vertex or any extra points.

4. By inspection of the graph, determine the answer of the inequality.

4) Example:

Solve: x^2-2x-3<0

0 = x^2-2x-3

0 = (x+1)(x-3)

x = -1 or x = 3

Since a=1 is positive, curve opens
up.

The y-intercept is c=-3

The x-intercepts are -1 and 3

References:Web:

May, K. (2009). Differences Between Quadratic & Linear Equations. Retrieved from: http://www.ehow.com/facts_5483849_differences-between-quadratic-linear-equations.html

Book:
Lee Bleau, B. (2003). Solving Quadratic Inequalities. In Forgotten Algebra (Third ed.). Hauppauge, New York: BARRONS.

# data[].attributes.headline
Paola Araujo A01196933 & Samira Velázquez A01196957                  

# data[].attributes.subject
Paola Araujo A01196933 & Samira Velázquez A01196957                  

# data[].attributes.body
WHAT IS A QUADRATIC INEQUALITY?

A quadratic inequality is a function whose degree is 2 and where the y is not always exactly equal to the function. These types of functions use symbols called inequality symbols that include the symbols we know as less than, greater than, less than or equal to, and greater than or equal to. So, instead of seeing an equal sign, you will see these inequality symbols.

(FOURTH IMAGE, RIGHT) Determine the intervals that fulfills the inequality conditionsThen the solution is clearly:x < –2 or x > 2You could have multiplied the initial inequality through by –1, giving  "x2 – 4 > 0". The zeroes would have been the same: x = –2 and x = 2. But this parabola would have been right-side-up, since the quadratic would have been "positive". That's okay though, because, by multiplying through by –1,  you would have flipped the inequality, so you would have been looking for where the quadratic is greater than zero. Since the parabola would have been right-side-up, the graph would have been above the axes on the ends; so the solution would have worked out to be the same as before: x < –2 or x > 2:(FIFTH IMAGE)   |   REFERENCES.

(n.d.). Retrieved March 24, 2015, from http://study.com/academy/lesson/graphing-and-solving-quadratic-inequalities.html

Solving Quadratic Inequalities: More Examples. (n.d.). Retrieved March 24, 2015, from http://www.purplemath.com/modules/ineqquad3.htm

Urban, P., Martin, D., Haese, R., Haese, S., Haese, M., & Humphries, M. (2008). Quadratic Equations and Functions. In Mathematics (Second ed., p. 935). Haese & Harris Publications.