Question

I'll give you more points here is what I need.

Answer 1

We have hypothenuse which I will denote with $h=6\sqrt{3}$ and angle $\beta=30^{\circ}$.

First we can use the sine function to determine the length of $x$ by solving the following equality:

$\sin(\beta)=\dfrac{x}{h}\implies x=\sin(\beta)h=\boxed{3\sqrt{3}}$.

Simlarly, we can find $y$ using cosine function:

$\cos(\beta)=\dfrac{y}{h}\implies y=\cos(\beta)h=\boxed{9}$.

Hope this helps.

Answer 2

Answer:

x = 3sqrt(3)

y = 9

Step-by-step explanation:

x = 6sqrt(3)sin30

x = 3sqrt(3)

y = 6sqrt(3)cos30

y = 9