Asked by john
the formula for the area of a trapezoid is a=1/2h(b1+b2). which equations area of a trapezoid is a=1/2h(b1+b2). which equations are equivalent to the formula? h=2a/b1+b2, B1=2a/h-b2, b2=2a/b1-h, b2=2a/h-b1, or b1-2a/b2-h?
Answers
Answered by
oobleck
well, you can start by noting that
a = 1/2 h (b1+b2)
is the same as
hb1 + hb2 = 2a
Now solve for b1 or b2 and see which formula you want.
a = 1/2 h (b1+b2)
is the same as
hb1 + hb2 = 2a
Now solve for b1 or b2 and see which formula you want.
Answered by
Anonymous
whatโs the answer ?
Answered by
Your welcome
The answer is b1=2A/h-b2;b1=6 meters
Answered by
Sashafirehead
Answer is simple. Imagine x/5+2 if you wanted to put the 2 in the fraction, you would put it in the numerator and multiply "2" by the value in the denominator. So you would get (x+2(5))/5 --> x+10/5
Same logic applies here. Take b(2) in the equation "b1 = 2A/h-b2" and then put it in the numerator and multiply by the denominator which is 2A-b2*h/h which is the final answer ๐๐
Same logic applies here. Take b(2) in the equation "b1 = 2A/h-b2" and then put it in the numerator and multiply by the denominator which is 2A-b2*h/h which is the final answer ๐๐
Answered by
CaptainYolk54
69
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