Question

http://prntscr.com/ln87il

Answer 1

@Vocaloid

Answer 2

@Hero

Answer 3

@dude

Answer 4

The solution is where they intersect, if they don’t intersect then there is no solution

Answer 5

so its D

Answer 6

Yes

Answer 7

how about this
http://prntscr.com/ln8bgf

Answer 8

It states that the triangle is an isosceles triangle, meaning that it has two legs that are equal in length.

\(\bf{b=h}\)

You are give the area.

So make your equation.

\(\bf{\frac{1}{2}b\times b =200}\)

\(\large\bf{\frac{2b}{2}=200}\)

What does \(\bf{b}\) equal?

Answer 9

@Nicole

Answer 10

b is 200

Answer 11

correct? @563blackghost

Answer 12

A=AREA

I didnt see that.

So you would plug in the area in the equation.

\(\large\bf{d=\sqrt{4A} \rightarrow \sqrt{4(200)}}\)

What does that simplify to?

i apologize for my mistake v.v

Answer 13

so do I solve that

Answer 14

yes

Answer 15

I cannot solve that tho

Answer 16

Mmm yes you can.

\(\large\bf{\sqrt{4(200)}}\)

Multiply first.

\(\bf{\sqrt{800}}\)

Now split the number into two different terms (one being a square).

\(\bf{400 \times 2 =800}\)
\(\bf{\sqrt{400}=20}\)

\(\large\bf{\sqrt{400\times 2}}\)

square out the 400.

\(\large\bf{20\sqrt{2}}\)

Answer 17

Hmm ohhh okay got it