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I read the problem twice and I took out important information I needed in order to solve the problem

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We are finding the angle to the nearest degree and there is a kite 115ft above the ground, and the length of the string is 150ft.

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I sketch out the scenario to make a triangle and plug in the numbers where they are needed in order to solve the equation

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My plan is to use the numbers given to solve the problem.

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After reading the problem, I understood what i needed to do and how to solve for the angle.

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i first figured out that we are looking for the degress of the string of the kite that it makes with the ground .

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To understand the problem I read it twice. On the second read I got all the measurements they gave me . I figured out what I was supposed to find .

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The question asked me to find an angle with two side measurements

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I'm supposed to find the angle that's between the string and the ground using the numbers 115ft and 150ft.

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After reading the problem I understand that I’m solve for the angle.

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to understand the problem i had to read it twice, then i understood what they are asking me to find

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I sketched out a triangle made to symbolize the kite and its height

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I made a triangle and this is opposite over hypotenuse which is sin. I used the sin inverse (115/150) and that gave me 50 degrees.

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I made a triangle and this is opposite over hypotenuse which is sin. I used the sin inverse (115/150) and that gave me 50 degrees.

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I read the problem to figure out what I am looking for. We are finding the angle to the nearest degree and there is a kite 115ft above the ground and the length is 150ft

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I will use the given sides and input them into the trig formula.

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The plan I am using is draw a triangle and plan where the numbers go to see what to do next.

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Take all the info they give me (the numbers & terms of measurement) & figure out the question that is being asked.

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My plan is to sketch out a triangle and plug in the numbers that were given to solve the problem

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I first understood that when a kite is flying it creates a diagonal line with the ground . so that means the hypotenuse side is 150 and the other side that I was givin was 115 which is the length of the kite from the ground . so I was givin my opposite and hypotenuse so I figured I had to use sin .

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i am going to draw the triangle and label it with the correct lengths and solve the problem from there

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I looked at the problem and looked for important details to help me solve the problem

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My plan was to use the measurements giving to me , so that I can find the angle to the nearest degree that’s the string makes with the ground .

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sin x = 115/150
sin -1(x) = 115/150 = 50 degrees

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I plan to plug in the numbers given, into a diagram i drew that that represents the kite flying above the ground, then solve the problem by using sine

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The plan is to make a visual of the problem (triangle) so you can begin to solve. Make sure everything is labeled and plugged in correctly.

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I used the triangle to find my opposite and hypotenuse and then used those to plug into sin-1(115/150 and I got 50.

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Did the problem again you make sure I did everything correctly .

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I went back over my work with my calculator and got the same answer.

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I re did my steps and got the same answer.

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I used Sin inverse to divide 115 and 150 to get 50°

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Sinx= 115/150
Sin-1(115/150)
50°

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Sin x = 115 / 150
Sin -1 ( 115/150) = 50 degrees .

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Sin x= 115/150
X= Sin-1(115/150)
X= 50.1

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Sin-1(115/150) = 50 Degrees

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I did the problem twice to make sure I didn't miss anything

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I looked over my problem to make sure it was correct

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Using the triangle i was able to locate the given angles and decide which trig function i was going to use (sin because they gave me opposite and hypotenuse. 115/150 and i got 50.

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My plan is to draw a triangle and put in the numbers that were given to me in the problem

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I checked my steps and did the problem twice to make sure it was right

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sin-1= 115/150
= 50°

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Retraced my steps and got my same answer

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I read the problem and then analyzed which numbers were given and how the kite is set up in the sky to that I can devise my plan later on. I also picked out “nearest degree” to remember later on as well.

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i went back to the problem and my diagram and checked for any mistakes

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sin X= opposite/hypotenuse
sin X= 115/150
X= sin-1 (115/150)
X=50°

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I input the angle and try to solve for one of the side which resulted in the same side.

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i rechecked my steps and use my calculator again to make sure i got the right answer

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My plan would be to use my trig equations/ functions to find my answer because based on the problem, the kite seems to be forming a triangle. I will be using sine.

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I re-read my question . Makes sure I understand what I did .

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SIN= opp/hyp
115/150
Sin -1 (inverse) 115/150
Nearest degree= 50

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My final answer is 50 after rereading and making sure I used the right trig equation.

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I understand what I’m looking for I need to find the angle

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My plan was to do the inverse of sine to my Angel

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I check my problem step by step twice.

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I wrote out sin of x equal 115/150 and then inverse operate it and will get 50 degrees

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Carefully went over my work checking to make sure everything is right also asked a peer to look over it