what are the dimensions of the rectangle below if the area is 100ft^2??
@hartnn help!!!!!!!!
x * (x-15) = 100 where x > 0
So you mean that x^2-15x would be the answer right?
For the simpliefied expression that represents the perimeter of the rectangle right?
@hartnn ?
@Mertsj ?
I need helped bit time!!!! i have a paper to do & this is the only problem that i need!
@electrokid ?
Get it equal to 0 and factor it.
x^2-15x-100=0
So would it be x^2-15x=0 right then it would be x^2-15x-0 right?
wait nevermind so then what 2 number could give 100 & 15?0_o i got 25 & 4 but that wont give me 15
\[x^2-15x-100=(x-20)(x+5)\]
so the expression that represents the perimeter of the rectangle is that right? & then for the leght would be 20 for x & for the width it would be 5 right?
@Mertsj ?
@electrokid ?
Is it good?
Did you set each of those factors to 0?
Nope. wait but its +20 & -5 right?
And would -5 be appropriate for the side of a rectangle?
i dont think so because its negative & i suppose to be positive & the area is positive so no?
So x = 20 and the other side of the rectangle is x-15.
so the width is 20 & the lenght is 5 right?
I believe we would say the length is 20 and the width is 5. That is customary.
wait so whats the simplified expression that represents the perimeter of the rectangle? was it x^2-15x-100?
@Mertsj?
How do you find perimeter?
by adding but the question wants it in a simplifies form though so would it be 2x+2(x-15)?
That is the expression but it is not simplified. Use the distributive property and add the like terms
so would it be 2x+ 2x(1-15)? OR! 2X(1-15)?
What is 2(x-15)
The lenght
Have you ever heard of the distributive property?
i originally had x^2-15x but i dont know if thats right though?
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