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In Trigonometry we explore right triangles and different ways to solve them by using sine,cosine and tangent. In trigonometry you need to find out witch angle represents each side of the right triangle such as opposite, hypotenuse and adjacent.

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Trigonometry is filled with different type of patters, They appear in the hypotenuse, adjacent, opposite, cosine, sine, and tangent. Trigonometry is focused on the patters in right triangles and it explores the different forms around them. Sin, cos, and tan each have their own definitions. The answer to trigonometry is determining the side length of the right triangle or missing the side lengths

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There is a pattern and it is going by the way you find the hypotenuse,opposite, and adjacent. When using trigonometry, you have to identify what number identifies each side. You then set the terms into a division problem (sine,cosine,and tangent) and plug in the numbers that go into each ratio.

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trigonometry is the study of right triangles and ratios called sine, cosine, and tangent. the sides we label are called hypotenuse, opposite, and adjacent. the opposite is located across from angle theta. the hypotenuse is found across from the 90 degree angle, and finally adjacent is the remaining side.

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Trigonometry always has a pattern that needs to be found. The pattern is the angles, shapes and sides. Trigonometry is mainly focused on 90 degree triangles which leads to that being a pattern in trigonometry.

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Trigonometry explores many variations of right angle triangles, as well as their side lengths and angles. There are 4 steps to solving these triangles. These steps include labeling "OPP', "HYP", and "ADJ", then eventually setting up fractions for Sine, Cosine, and Tangent, ratios.

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9.4
There is a pattern usually between hyp,adj and opp. Two of the three ratios can become ether sin,cos and tan. After judging two of the three ratios then can become fractions as your finale answer.

9.6
To justify the choices due of the ratios has nothing with it. Each ratio is there categories and one of each combination is right. By looking at the problem it depends on what ratios have numbers.

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Trigonometry is the study of triangles and the lengths and angles of their sides. Trigonometry focuses on right angled triangles where one angle of the triangle is 90 degrees. A right angled triangle means that all sides cannot be the same length.

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You can use your calculator to find x. first you label hyp, adj, and opp and then cross out the one we arent gonna use and find out if its sine, tan, or cos. second you do the equation with the theta and cross multiply. thirdly calculate it into desmos.

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EQ: How is trignometry used?
First off lets define trigonometry. Trigonometry is the study of sides and angles for triangles. its uses for the real world range from cartography, archatecture and to even satilites. It is usefull for calculating angles and seeing how they work. How you use it is very dependent on the type of work you are doing and has a very narrow range of uses.

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You need to follow four steps in order to find the ratios for sine, cosine and tangent. You need to find the theta which is the opposite and make an arrow across. Next, find the 90 degree angle and draw an arrow across and label it hypotenuse. The remaining side will be the adjacent side. Lastly with the numbers on the right triangle you will make the fractions and you do this with the equations for sine, cosine and tangent.

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To make it easy, you find the sine, cosine, or tangent to continue the problem. Set up a equation using the angles that replace the theta in the triangle. After that, put it in a fraction and cross multiply to find the next step, putting it in an equation ( 13*cos(34)=10.77 ), but input it into desmos to get somewhat of the answer to the problem.

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Trigonometry has a pattern that has to be found. It studies relationships between side lengths and angles of triangles. Which ever side length is longer, is hypotenuse.  The shortest side length is opposite  and the remaining side length would be adjacent.

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To find out the length of the missing side, you first have to find out if you're using sine, cosine, or tangent. Next, you set up an equation with the angle instead of theta. Then, you have to cross-multiply. Last, you find out the equation.

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The pattern is you label all the sides. The hypotenuse would be across the 90 degree angle. The opposite would be the side across the theta. The adjacent would be the remaining side.

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When finding the missing side lengths you want to draw an arrow across from the theta and label it opp and draw another arrow across from the 90% angle and label it hype. Next at the last side length you label it ask. Once you’ve done that you cross out the side length that doesn’t have anything and the remaining two side lengths are your fractions. Then you write what the fraction is like cos, sin, or tan and the theta number after it. Then next to it you write the two side lengths number and you cross multiply and whatever you get you go to Desmos.com/science and put in whatever you got after cross multiplying and you get your answer

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When finding the missing side lengths you want to draw an arrow across from the theta and label it opp and draw another arrow across from the 90% angle and label it hype. Next at the last side length you label it ask. Once you’ve done that you cross out the side length that doesn’t have anything and the remaining two side lengths are your fractions. Then you write what the fraction is like cos, sin, or tan and the theta number after it. Then next to it you write the two side lengths number and you cross multiply and whatever you get you go to Desmos.com/science and put in whatever you got after cross multiplying and you get your answer

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Trigonometry is the mathematical study of relations between the magnitudes of the sides and angles of right triangles or triangles with 90 degree angle. The sides of a right triangle adjacent to the right angle are called legs. The side of a right triangle opposite the right angle is called the hypotenuse. Trigonometry is basically a system that helps to work out missing or unknown side lengths and angles in a triangle, more specifically right-angled triangles.

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When finding a missing side length we first need to find the opposite, adjacent, and hypotenuse side. Then crossing out the side without a number, we use one of the trio to find the missing side length. Using cross multiplying we can convert the number to a decimal using either cosine, sine or tangent.

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When solving for the missing side length in Trigonometry you use a calculator with 4 steps to it. You first label the triangle and cross out the side with no x or number. Then determine if it´s sin, cos, or tan. Second step, you set up the equation with the angle instead of theta. Third step, you cross multiply the numbers. Lastly, you type what you got when cross multiplying into the desmos calculator which gives you the answer to the missing side length.

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9.4 intro to trigonometry In this topic they have a pattern.
Trigonometry is a right angle, where one of the internal angle is a 90* and trigonometry is like a system that helps us to find the missing side lengths.