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OpenStudy (anonymous):
whats A= 1/2d1d2
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OpenStudy (phi):
Do you mean
\[ A = \frac{d_1\ d_2}{2} \]?
that looks like a formula to find the area of a rhombus, using the lengths of its diagonals
OpenStudy (anonymous):
Yes that is what I mean, thanks. I just got the homework today and have 3 problems left
OpenStudy (anonymous):
@phi
OpenStudy (phi):
what is the question?
OpenStudy (anonymous):
solve for d1 @phi
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OpenStudy (phi):
start with
\[ A = \frac{d_1\ d_2}{2} \]
multiply both sides by 2 (that means write *2 on both sides)
what do you get ?
OpenStudy (anonymous):
2A= d1 d2 because the other 2 crosses it out @phi
OpenStudy (phi):
you get 2/2 d1 * d1
and 2/2 is 1
and 1*d1*d2 is just d1*d2
so yes
2A = d1 d2
now divide both sides by d2
OpenStudy (anonymous):
2A/ d2= d1 ?? @phi
OpenStudy (phi):
\[ d_1 = \frac{2A}{d_2} \]
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OpenStudy (anonymous):
Okay, thanks man really helped out , I just joined the program and i already like it! @phi
OpenStudy (phi):
it uses the idea that d2/d2 is 1 (anything divided by itself is 1)
and because it's an equation, we divide both sides by d2
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