Question

Find the values of x and y
https://courseplayer.avalearning.com/NeutralLMS/coursefiles/Questions/522130/27%2001.png

Help please

Answer 1

x = 4; y = 4√2
x = 4√3; y = 4
x = 4√3; y = 2
x = 4; y = 4√3

Answer 2

Someone show me how to do this

Answer 3

Ex: sin(30 degrees)=(x/8)

Answer 4

cos(30 degrees)=(y/8)

Answer 5

i dont understand this at all.. lol can you make it alittle easier?

Answer 6

sin = opposite/hypotenuse
cos = adjacent/hypotenuse
tan = opposite/adjacent.

Sin(A degrees) = opposite (x) / hypotenuse (8).

Using the bottom left angle: sin(30 degrees) = x/8

solve for x

Answer 7

im not sure

Answer 8

what is sin(30 degrees)?

Answer 9

.5

Answer 10

0.5 = (x/8) What is x?

Answer 11

4?

Answer 12

Yes, so now we solve for y

Answer 13

Use cos(30) = (y/8)

Answer 14

Use cos(30 degrees) = (y/8)

Answer 15

Is cos(30 degrees) 0.15?

Answer 16

cos(30 degrees) = ( sqaureroot(3) ) /2

Answer 17

(sqrt(3)/2) = (y/8)

Cross multiply. 8(sqrt(3)) = 2y

Answer 18

divide both side by 2

4*sqrt(3) = y

Answer 19

x = 4

y = 4*sqrt(3)

Answer 20

so x=4 and y=4sqrtof3?

Answer 21

yes

Answer 22

Thank you (: