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Find the missing term in each of the following proportions. Set up each problem like the examples in this section. Write your answers as fractions in lowest terms.$...

Question

Find the missing term in each of the following proportions. Set up each problem like the examples in this section. Write your answers as fractions in lowest terms.$$ rac{168}{324}= rac{56}{x}$$

Find the missing term in each of the following proportions. Set up each problem like the examples in this section. Write your answers as fractions in lowest terms. $$\frac{168}{324}=\frac{56}{x}$$



Answers

Simplify each fraction. Do not convert any improper fractions to mixed numbers.
$-\frac{168}{192}$

Go ahead and simplify the fraction of 100 and 68 over 192. So we need to find a number that you can divide both the top and the bottom. By that Give me. And luckily enough, this would be the number 24 168. Divided by 24 will give you a walking seven and then 192 divided by 24 gives you a number off. Eight. So you keep your negatives. He reduced fraction is negative. 7/8.

We have the ratio 84 to 36. Well, we can do here to turn into a fraction is right as 40 40 Eddie Ford, about about 36 now if we divide the numerator and denominator by a factor of 12 but we can is seven divided by three. Hi, there were funnels simplified.

So 56 to 32 is the equivalent of 56 divided by 32 which could be simplified by dividing the numerator and denominator by a factor of feet to seven, divided by four.

So here we have 1.2 to 1.8. He rewrite this as 1.2 divided by 1.8. And then we can say that this equal to 12 about about 18 because we can multiply the numerator and denominator by a factor of 10. Now we can simplify this by dividing the numerator and denominator by six to get two out of three for our five million.


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