A right triangle has base (x - 6) units and height (6x - 12) units.
Part A: What is the square of the length of the hypotenuse of the triangle? Show your work. (4 points)
Part B: What is the area of the triangle? (3 points)
Part C: Using the solution obtained in Part B, explain the closure property of multiplication of polynomials. (3 points)

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- HootHoot

correlation coefficient is 1 slope is 5/10 which reduces to 1/2 not sure about the 3rd one

- Jack1

|dw:1439559295123:dw|

- OregonDuck

@HootHoot help plz

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## More answers

- phi

do you know the Pythagorean Theorem?
(it's both famous and useful for this problem)

- HootHoot

OK ILL GET MY BRO ON IT

- OregonDuck

kk

- HootHoot

ok i sent the question to em he is working on it

- HootHoot

I think it has to do with A^2 + B^2 = C^2 where C^2 is your hypotenuse. (x-6)^2 + (6x - 12)^2 = c^2.ok he belives it like this

- HootHoot

whats epic

- anonymous

i tinhk hoot hoot is correct

- anonymous

do your foiling and stuff

- anonymous

f= first, o=outside, i=inside, l=lasts

- HelloKitty17

we know that

- HootHoot

it shouldnt be that much harder from here

- anonymous

(6x-13)^2 = (6x-12)(6x-12)

- anonymous

do the same thing for the base

- OregonDuck

write it out like Part a... Part b...
and part c...

- HelloKitty17

- OregonDuck

- OregonDuck

Part A (6x-12)^2 + (x - 6)^2
(36x^2 - 144x +144) + (x^2 - 12x + 36)

- OregonDuck

\[37^{2}-156x+180\]

- OregonDuck

Part B: The area A of a triangle is A=(1/2)bh where b is base and h is height. Refer to diagram above A=(1/2)(x-6)(6x-12)
simplify by taking 1/2 of the height h getting (3x-6) now multiply (x-6)(3x-6) getting:
3x^2 - 24x + 36 sq units

- OregonDuck

Part C. Just show that the multiplication of two polynomials (x-6)(3x-6) results in a polynomial 3x^2 - 24x + 36 as a result of the distributive process and combing of similar terms.

- anonymous

nice XD

- OregonDuck

XD lol

- anonymous

@OregonDuck can u help me real quick

- OregonDuck

help with part c. sure

- OregonDuck

tag me

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