Solving Ratios Word Problems

Solving Ratios Word Problems-19
You can answer even the most complex word problems, provided you understand the mathematical concepts addressed.While the degree of difficulty may change, the way to solve word problems involves a planned approach that requires identifying the problem, gathering the relevant information, creating the equation, solving and checking your work.Double-check your calculations along the way to prevent any mistakes.

You can answer even the most complex word problems, provided you understand the mathematical concepts addressed.While the degree of difficulty may change, the way to solve word problems involves a planned approach that requires identifying the problem, gathering the relevant information, creating the equation, solving and checking your work.Double-check your calculations along the way to prevent any mistakes.

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In certain circumstances, the comparison by the process of division makes good sense when compared to performing their difference.

Hence, the comparison of two quantities by the process of division method is called as ‘ Ratio and proportions are said to be faces of the same coin. Suppose we have two quantities or two numbers or two entities and we have to find the ratio of these two, then the formula for ratio is defined as; a : b ⇒ a/b where, a and b could be any two . Now, let us assume that, in proportion, the two ratios are a:b & c:d.

In the example, you know by adding up all the numbers for the sisters that you have a maximum of 23 socks.

Since the problem mentions that the little sister lost two pairs, the final answer must be less than 23.

Subtract the two missing pairs for a final equation of (8 6 9) - 2 = n, where n is the number of pairs of socks the sisters have left.

Using the equation, solve the problem by plugging in the values and solving for the unknown variable.

Question 2: Are the two ratios and in proportion?

Solution: = 8/10= 0.8 and = 7/10= 0.7 Since both the ratios are not equal, they are not in proportion.

Use a letter for the unknown variable, and create an algebraic equation that represents the problem.

In the example, take the total number of pairs of socks Suzy owns -- eight plus six.

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Comments Solving Ratios Word Problems

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