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The problem is asking me to find how high up the ladder would be on the side of the building at a 75.5 degree angle.

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What I know about the problem is it’s asking for my missing side.

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I’m going to use Sine to find my answer.

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My formula looked like -> sin75.5 = x/15

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Sin75.5 = x/15
15*Sin75.5 = x/15*15
15Sin75.5 = x
14.5 = x  ANSWER

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Look over my work

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I cancelled 15 on the right side so the x can be alone by itself, which I’m solving for.

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I read the problem more than once.

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What I know I’m looking For in the problem is the missing side of the building. Finding how high the side is.

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My final answer where 14.5 = x same as x = 14.5. I checked my work by checking if it’s rounded to the nearest 10th correctly.

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the problem is asking me to find the height of the ladder up the side of the building.

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My plan is to find if I’m using cos, sin and Tan. And since I’m looking for sin I know my formula will be sin75.5 x/15.

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I know that i am looking for the missing side , and i will use sine to solve this problem

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Finding the missing side .

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They want us to find how high up the side of the building the ladder can reach

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Use the trig functions to find the missing side

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i am going to use the Sin operation to find my answer

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To solve the problem I multiply 15 on each side 15•sin 75.5 x/15•15 it cancels out where it’s x/15 • 15 and we are left with 15sin75.5 which equals 14.5

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Using the formula Sin 75.5 = x/15

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I put the fórmula back in to make sure I did it correctly.

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Sin 75.5 = x/15
15 Sin 75.5
x = 14.5

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you have to put x over 15 then cross out 15 , after u put 15 behind “ Sin 75.5 “ so it should look like “15 Sin 75.5” then u multiply it all together and you should get 14.5 equals X

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formula: sin75.5 = x/15
sin75.5 x 15 = x/15 x 15
15sin75.5 = x
14.5 = x

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i put all the numbers back in the formula and made sure to double check that it was right

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I multiply 15 on each side which cancels the 15 on the right leaving me with 15 Sin 75.5

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I looked over my work and put it in the calculator twice

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I went over the problem again to make sure i understood correctly.
I then made my plan which was to use Sine to solve the problem.
I then carried out the problem and got my answer .
And lastly i did the problem again to ensure i got the right answer.

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Put the equation into the calculator and end up with 14.5= x.

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The  problem is asking to find the missing side 

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The  problem is asking to find the missing side 

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15sin75.5 =x
X=14.5
Toromo

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asking to find the missing side

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asking how high up the side of the building is the ladder.

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I read the problem more than once

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I know I need to find the missing side

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The problem is asking to find the missing side

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See what the problem asking for

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This problem is asking me to find how high up the side of the building the ladder reaches and round my answer

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I understand the problem is asking for how high the ladder reaches the building

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See what the problem asking for

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Use sine to find my solution

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I know that the question is asking for missing opposite side

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I know the problem is asking me to find the middling side

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I have to find the missing side.

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Im going to use sin75.5=x/15

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What I know about the problem is
it's asking for my missing side

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I’m going to use the sine formula to find my answer

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I will be using the sine formula to figure the problem out

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I multiplied 15 on both sides so i can get x alone which left me with 15sin75.5=x then I put it in my calculator and got 14.5

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The problem is asking me to figure out how the elevation between the ground and the ladder.

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The problem is asking how high does the ladder reach the side of the building

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I’m going to use sine to solve for the missing sude and round to the nearest tenth.

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I’m going to use sine

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using sine to find my missing side

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Using the sin=75.5 x/15

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The problem is asking me to tell the height of the wall, in this case the wall's height is x.

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sin 75.5 = x/15. 15*sin75 = 14.5

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I’ll use sine 75.5=x/15 to solve the problem

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My formula would look like sin75.5 x/15.

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use sine to find the answer.
use formula in calculator : 15sin(75.5)= x

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The formula is sin75.5= x/15

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I double checked my work.

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15sin(75.5)= 14.5

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The problem wants me to figure out how high up the side of the building does this ladder reach.

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15xsine75

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15sin75.5= opposite
Opposite =14.5 foot

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14.5 is my final answer

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did the work twice to make sure it’s correct

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Sin75= 14.5

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Sin 75.5 = x/15
15 Sin 75.5
x = 14.5

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Using sin75=X/15

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Sin 75.5 = X/15 (multiply 15 on both side to isolate X)
15 x Sin 75.5 = X
14.5 = X

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Look Over my work

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Putting the function back into my calculator

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The problem is asking to find the missing side of the ladder

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I have to use sin to find the answer.

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Sin 75.5=x/15
15 sin 75.5
X=14.5

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Put the problem in the calcator a second time to make sure my answer is correct

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I will use 15sin75.5 to find my answer.

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My answer is 14.5 and I plugged it into the calculator

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The problem is asking us to figure out how high does the ladder reach on the side of the building

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I inputted 14.5 into the formula to double check

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I reviewed the questions to make sure that I completed the tasks and also made sure I rounded to the correct place value.

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Start off with sin 7.5.5= x/15
Then cross out 15 on both sides
You should now have 15 sin 75.5
The answer you should get is x=14.5 (can’t round)

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15xsine75=14.5

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I'm going to use the sine formula in order to find x, given that we are looking for the opposite side of angle 75.5 and we have the hypotenuse.

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Checked over my work twice

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I’m using sine

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You multiply 15 on each side so that it cancels out on the right side. U then do 15sin(75.5) which gives u 14.5

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It’s asking me what side to find

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Rework the problem to make sure everything is right

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Sin75.5=x/15•15
15sin75.5=x
14.5=x

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I have to use sine75=x/15 to figure out the problem

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Sin 75.5 = x/15
15 Sin 75.5
X = 14.5

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Look over my work

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15sin75.5
= 14.5

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We plug in our values into the formula, this results in Sin75.5 = x / 15
Then we multiply both sides by 15 and end up getting 15Sin75.5 = x

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I made sure I plugged the numbers in correctly.