Solve by elimination: The perimeter of a rectangular floor is 90 feet. Find the dimensions of the floor if the length is twice the width.
How would you even set it up?
are you still there amtran?
Yes I am.
word problems go better one step at a time. So, first step. what is the formula for the perimeter of a rectangle (because this is a rectangular floor).
2L+2w
right... nice
now, how can we make an equation that states that with the given info in the first sentence?
2l+2w=90?
right, but notice how there is no involvement of area in this problem
yes... 2L+2W=90 is perfect!!
what about the second sentence?
But using elimination, we have to have another equation. Would it be 2l+w=90?
That says 2L not 21 sorry
i understand.. lol that is the way i read it.
Read the second sentence and see if you can come up with another equation to make elimination possible.
brb
2l+2w=90 2L+w=180? I have a hard time setting them up!
it says in the second sentence that the length is twice the width. how would you write that in equation form?
remember that is means equals
if the length is two times the width, that means that L= ?
why is this so like difficile ? you know that P=2L +2W and that 1L=2W than this is very easy
i was trying to help him get to the answer, not give it to him.
yes ok i understand it so step by step will be very very good .correct
so now amtram, you can see that jhonyy set up the system.
it doesnt matter to me. i just want you to understand how to do this problem and others like it. give it to jhonyy
So you set it up just like that? And solve? Will you plug it all in and see what it comes to be? I have 30 and 15.
that would be correct
Will you draw it out for me?
L=30 and W=15
do you want me to make a drawing or give you a set of instructions?
using the draw feature please.
unfortunately, the draw feature is not working properly for me. but i can give you instructions on how to draw your own picture if you like
thanks
draw a rectangle. it does not have to be perfect.
k
lol.
now label the short sides w and the long sides l.
k
then on the long sides, set the l=2w
k
lol... so then, you add up the lengths of the sides to get the perimeter length and set those lengths equal to 90. back to 2L + 2W=90
this problem is more suited to substitution because L=2w, but you can use elimination here too.
Thanks!
by subtracting 2w from both sides, you get L-2w=0
now you have L-2w=0 and 2L+2w=90
then you can add the two equations together to get 3L=90 or L=30
but how do u get the actual #'s?
when you add two numbers together, you put one number above the other and line them up, right?
yes|dw:1348615752189:dw|
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