# Solve Story Problems

These include: powers of bases 2, 3, 4, 5, and 6 (up to the 5th power, at least); multiplication tricks (multiplying by 11, or multiplying numbers with zeroes in the end); and some subtraction tricks (like 10000 - 443 = 9999 - 442).

These include: powers of bases 2, 3, 4, 5, and 6 (up to the 5th power, at least); multiplication tricks (multiplying by 11, or multiplying numbers with zeroes in the end); and some subtraction tricks (like 10000 - 443 = 9999 - 442).

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Translating words to equations How to recognize some common types of algebra word problems and how to solve them step by step: Age Problems usually compare the ages of people.

They may involve a single person, comparing his/her age in the past, present or future.

Second, many shortcuts are applicable only to specific situations, so before using a shortcut, make sure that it is relevant to the problem at hand.

(4) Memorize arithmetic computations that deserve memorization.

One of the most common complaints of students during Mathematics examinations is that they often run out of time; in that case, advice on how to solve math problems more quickly will help them finish timed exams.

Math is a complicated discipline, and while some problems are routine and straightforward, some problems require zigzag mazes and long expositions of solutions before an answer can be found.Factoring could also break down complicated expressions and could reveal some of their properties that are not easily accessible in their long, original form.Finally, the bit of advice that could unite all of these is: Practice.Many teachers, while willing to give plenty of help to their students so that they can be faster in Math, do not have the time to do so.In that case, it is up to the student to figure out techniques on how to solve math problems more quickly than they did before.Many students slow down in Math problems, especially on long ones, because they may be slacking in the way they read the question; in many other cases, students do not bother to read the problem at all.While reading the question intently, you develop at least a 'blueprint' of the solution in your head.Similar word problems are Stamp Problems and Ticket Problems.Consecutive Integer Problems deal with consecutive numbers.Distance Problems involve the distance an object travels at a rate over a period of time.We can have objects that Travel at Different Rates, objects that Travel in Different Directions or we may need to find the distance Given the Total Time Fraction Problems involve fractions or parts of a whole.

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