a rectangle has a perimeter of 250 cm and a side length of L.write an equation for the area of the rectangle in terms of L. what is the greatest are possible, what are the dimensions. show all work

Answers

Answer 1
Answer: P=2W+2L
P=125+125
P=250
A=WL
A=62.5*62.5
A=3906.25

P=2W+2L
P=100+150
P=250
A=WL
A=50*75
A=3750

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6(-2.3x-5)+(4x+11)=

what is the answer

Answers

6(-2.3x - 5) + (4x + 11)
-13.8x - 30 + 4x + 11
-13.8x + 4x - 30 + 11
-55.2x - 19

Answer: -55.2x - 19

First you distribute the 6 inside the parenthesis then add the like terms. Since you can't simplify -55.2x - 19 further you leave it as that. Hope that helps :)



I got 113 because I used a math app where you insert the equation and it tells you the answer so it might be wrong because it doesn't know what the variable x is (idk if that is a variable at all) sorry 

The base of this solid figure  has 4 equal sides and the faces are triangels

Answers

it is regular pyramid.
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There are 120 minutes in 2 hours .how many minutes arethere in 5 hours?

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The answer is 300 you see you do 120 divided by 2 which is 60 then you realize 60 is one hour so multiply 60 times five and there is your answer
Hey there the answer would be 300 minutes

Please help with work shown, i need it quickly!

Answers

adults=11 children=8
55x11=605
53x8=424
605+424=1029
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What’s 3x -7y = 4x + 3y

Answers

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Emmett participated in a race. During the race, he ran 5 miles north and then ran 12 miles west. What is the shortest distance that Emmett must travel to return to the starting point?

Answers

I'd suggest you sketch this situation.  If you did, you'd likely see right away that the shortest distance back to the starting point would be the hypotenuse of the right triangle whose legs are of lengths 5 miles and 12 miles.

Apply the Pythagorean Theorem to solve this.