First, tkhunny has given you AT LEAST two excellent pieces of advice
One is that you can learn because everyone can learn, but you need to be open to listening to learn. Never say you can't learn. It may be hard, but it is a LOT harder if you do not listen.
Second is that estimating is as good as being exact for many purposes, ONE of which may be scoring well on a multiple choice test.
OK Some quick review.
1: \(\displaystyle a\ /\ b\ is\ the\ same\ as\ \dfrac{a}{b},\ and\ means\ b\ is\ divided\ into\ a\)
So 21 / 24 must be less than 1 so you can reject a whole bunch of answers right away.
2. Simplifyfing fractions
\(\displaystyle \dfrac{a}{a} = 1\ for\ all\ a \neq 0\)
This fact let's you simplify many fractions
\(\displaystyle \dfrac{21}{24} = \dfrac{3*7}{3*8} = \dfrac{3}{3}*\dfrac{7}{8}= 1*\dfrac{7}{8} = \dfrac{7}{8}\)
Simple fractions are easier to work with
3. Converting fractions to decimals
Look at
http://www.youtube.com/watch?v=Gn2pdkvdbGQ