Still Need Help
I need to rearrange this eq, for "a" however i am confused as it appears twice but understand it can be done.
X= [(a-b)/c-(a-Δ)] * [d/e]
Thanks
Still Need Help
I need to rearrange this eq, for "a" however i am confused as it appears twice but understand it can be done.
X= [(a-b)/c-(a-Δ)] * [d/e]
Thanks
$\displaystyle
X = \frac{a-b}{c-(a-\Delta)} \times \frac{d}{e}
$
$\displaystyle \frac{a-b}{c-a+\Delta} = \frac{e}{d}X$
$\displaystyle a-b = (c-a+\Delta) \times \frac{e}{d}X = \frac{ceX}{d} - \frac{aeX}{d} + \frac{\Delta eX}{d}$
$\displaystyle a + \frac{aeX}{d} = \frac{ceX}{d} + \frac{\Delta eX}{d} + b$
Factor out a on the LHS and solve
Thanks for that,
I know i am asking alot but do you think you could solve for the following values, it is a long time since I have done this and am not confidient in my efforts
a=?
b=14.3
c= -18.8
d=50.6
e=18
Delta=4.6
X=1