The area of the trapezoid is 108 in2. What is the height of the trapezoid? http://static.k12.com/calms_media/media/1564500_1565000/1564706/1/b86d5c1390ea2bf99e81d605f51e1be761c50aba/MS_IMB-1401012-1100603.jpg
First do you know the equation to find the area of a trapezoid?
You there?
Here I'll just get you started. The equation is \[A = \frac{ a+b }{ 2 }h\]
To find h (or height), rearrange the equation to isolate h.
soory i am back
You're fine. Do you have it from here or would you like me to help you further?
yes please
Do you know how to rearrange equations?
no
Okay so like I said earlier we need to get h by itself in the equation: \[A = \frac{ a+b }{ 2 }h\] First we should multiply both sides by 2 which will give us. \[2(A)=(a+b)h\] Next, divide both sides by (a+b) to get \[\frac{ 2(A) }{ a+b }=h\] Make sense or do you have any questions?
is a\[2\left( a \right)\] 216
soor ingore first a
sorry*
Yep. It is. To make things easier. You can just fill in everything and solve. You can go here if you need a calculator: https://www.google.com/webhp?sourceid=chrome-instant&ion=1&espv=2&ie=UTF-8#q=calculator
thx your a MLG gamer lol
wait whats a+b
Haha no, my gaming is pure hobby. But a=the top base of the trapezoid (or in this case 8) and b=the bottom base of the trapezoid (or in this case 10)
Look on the picture you posted, and you'll see what I'm talking about.
What did you get for your final answer?
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