What does that mean? you did not write an equation to solve. Please post the complete and exact problem.Can someone please help me solve for a? I've been stuck on this for a while.
[math]a^2 - \left(\frac{a}{2}\right)^2 + ab[/math]
if it matters, b is a constant of 14.7
Thanks in advance.
No that does not help ! in your opSorry.
What I am trying to figure out is if I can reduce the above equation so a is isolated (transposing?), so the end result would be a = x
Does this help?
a^2−- \(\displaystyle \left(\frac{a}{2}\right)^2 + ab\)
if it matters, b is a constant of 14.7
Post an image of the original problem as it was presented to you!Please post the complete and exact problem.
You can factor an a from the expression but that's it.Sorry.
What I am trying to figure out is if I can reduce the above equation so a is isolated (transposing?), so the end result would be a = x
Does this help?
Perhaps you want to write an alternate form of the above expression, such that the variable a appears only once? (This is possible)Can someone please help me solve for a? I've been stuck on this for a while.
[math]a^2 - \left(\frac{a}{2}\right)^2 + ab[/math]
if it matters, b is a constant of 14.7
Thanks in advance.
the advice in post#6 and in post#2Perhaps you want to write an alternate form of the above expression, such that the variable a appears only once? (This is possible)
However, it seems to me that we're starting to invent our own question. It would be best if you follow the advice in post#6
...but post#6 already quotes from post#2. If I'd said, "the advice in post#6 and in post#2" then it would have been like referencing post#2 twice. Now, don't get me wrong, post#2 was a very good post, but IMO it didn't deserve twice as many references as post#6the advice in post#6 and in post#2