Solve the following equation for bb. Be sure to take into account whether a letter is capitalized or not. fb= fb= \,\,Q Q

Answer 1

fb = sqrQ??

Not sure what the problem is. Maybe it's

fb =sqrQ

then divide by f to solve for b

b = (sqrQ)/f

but maybe you meant

f(b) = sqrQ? if so,

that's the same as y=sqrQ,

solve for b, but that's indeterminate, any real number, if Q is a constant

unless there's more information, such as making Q a function of b

such as for example, Q=4b^2

then y= sqr(4b^2) = 2b

b =y/2 = f(b)/2 = (sqrQ)/2

but that doesn't take account of why you're distinguishing capital letters from uncapitalized letters

F(b) means an integral or antiderivative of f(b), but that doesn't seem relevant, without more information.

F(b) = the integral of sqrQ, which equals an unknown constant if Q is not a function of b.

maybe you want to integrate f(b) to get the integral of sqrQ but that seems unlikely as this is an algebra not calculus problem?

It's a mystery problem, without more information

Often the major problem is figuring out what the problem is.