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Pick your Favorite Lesson from that chapter

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Pick your Favorite Lesson from that chapter

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factoring completely was my favorite lesson in this chapter. because it was something new for me to learn and it was a challenge for me but at the same time it was easy. my last reason to why this was my favorite lesson is because it was fun and hard to do it.

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Answer to Essential Question for that lesson

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Answer to Essential Question for that lesson

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yes it can be factored further because this lesson has showed me 2 other ways it can be factored further. for an example the x box way which is hard for me to do but at the same time I understood it so It made it pretty easy for me. after u use the x box way u could find the product which is how it is factored further.

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How does that chapter relate to the 'Real World'? 

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How does that chapter relate to the 'Real World'? 

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this chapter relates to a world real example like throwing a ball because When you throw a ball (or shoot an arrow, fire a missile or throw a stone) it goes up into the air, slowing as it travels, then comes down again faster and faster. and a quadratic equation tells you its position at all times.

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perfect square equations was my favorite lesson during this chapter. because it was hard for me to understand at first which I like because it challenges me to do better and after a while I started to understand it. another reason to why I liked it was because it teaches me new things and how to understand them more.

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what I know about the solutions is that when u solve it u get the exact from and approximate decimal form which from that it would tell u how many solutions there is. for an example is that however how many solutions there are is the number of x inters

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how does this chapter relate to the "real world"?

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how does this chapter relate to the "real world"?

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this relates to the real world by Engineering and Design because Structural Analysis: Engineers use perfect square equations to analyze and optimize structural shapes and load distributions, ensuring stability and safety.

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solving and applying quadratic equations 

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solving and applying quadratic equations 

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this was my favorite lesson during this chapter because it was something new to learn because it taught me how to solve them and applying the quadratic equations and it was also something easy to do so it wasn't that much as a challenge for me.

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You solve a quadratic equation when you need to find the values of the variable that make the equation true. Profit and revenue maximization: Quadratic equations can model relationships like cost, revenue, and profit, where profit might depend on pricing or production levels.

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One such real-life example is that if an object is projected, then the place where the object will reach the ground, the distance traveled by the object, and the time taken by the object to reach the peak height can all be determined using quadratic equations

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perimeters and areas of enlarging patterns 

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perimeters and areas of enlarging patterns 

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this was my favorite lesson during this chapter because it was teaching me stuff that I learned in math 1 so it was easy for me and fun to do.

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When working with enlarging patterns and predicting areas, you'll often notice that when a shape is enlarged by a scale factor, its area changes according to the square of that scale factor.

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how does it relate to a real world example 

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how does it relate to a real world example 

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Maps and Scaling

Scenario: You’re enlarging a section of a map to create a larger printed version for a presentation