Help solve for a - the denominators confuse me
10 = 121a + 53.0563 - 242a - [ a (22a/2a - 4.8233/2a)^2 + (22a/2a - 4.8233/2a) * (4.8233-22a)]
show working steps please
Hello, bubbles73!
Your IMG doesn't show up . . .
The way you typed it, it would be:10 = 121a + 53.0563 - 242a - [ a (22a/2a - 4.8233/2a)^2 + (22a/2a - 4.8233/2a) * (4.8233-22a)]
$\displaystyle 10 \;=\;121a + 53.0563 - 242a - \bigg[a\left(\frac{22a}{2a} - \frac{4.8233}{2a}\right)^2 +$ $\displaystyle \left(\frac{22a}{2a} - \frac{4.8233}{2a}\right)(4.8233 - 22a)\bigg] $
Is that correct?
. . They should have reduced or simplified the fractions!
We have: .$\displaystyle 10 \;=\;121a - 11(22a - 4.8233) - \bigg[a\left(\frac{22a - 4.8233}{2a}\right)^2 - \left(\frac{22a-4.8233}{2a}\right)(22a - 4.8233)\bigg]$
. . and that recurring binomial makes me suspicious . . .