By Carolyn C. Diaz on August 10 2018 09:22:48
I have seen a lot of kids quickly pass off their 2’s, 5’s, and 10’s. These tables have an obvious pattern and are much easier to learn. Then there is a serious slow down as kids hit the 3’s, 4’s, and 6’s. By the time they get to the 7’s, 8’s, and 9’s they’ve decided that multiplication is way too hard, and math isn’t their thing.
Since practice makes perfect, one effective method is to use your text book and write on paper all of the concepts along with equations that represent that concept. Keep each concept on a different sheet. Take notes and write down your opinion for every equation or algebra concept. You may not like it at first, but the more you practice and use this personal algebra notebook the better for you. You must be patient because at first it might seem like you are never going to be able to figure out how all of these numbers plug into one and other, so do not rush, remember that learning algebra takes time.
In the simplest cases, the two fractions will already have a common denominator. In this case, add the numerators and then reduce the resulting fraction.
Division with remainders. Your child will most likely come across or ask about situations where division “does not work.” These can be explained with the introduction of the remainder. It is an important idea to understand as the division of larger numbers will require the “carrying” of this remainder.
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