Mathematics, 07.07.2019 20:00 strodersage

Write each decimal as a fraction. a. 0.7b. 051c. 473d. 27e. 5.37f. 16.49

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Answer from: jinxjungkook3

QUESTION A

We want to write the decimal 0.7 as a fraction.

We multiply the decimal by multiples of until we get a whole number. We then divide the result by the same product of we used to multiply the decimal.

This implies that,

$0.7=\frac{0.7\times10}{10}$

We simplify the numerator by moving the decimal point forward once to obtain,

$0.7=\frac{7}{10}$

QUESTION B

We want to write the decimal 0.051 as a fraction.

We multiply the decimal by multiples of until we get a whole number. We then divide the result by the same product of we used to multiply the decimal.

This implies that,

$0.051=\frac{0.051\times1000}{1000}$

We simplify the numerator by moving the decimal point forward three times to obtain,

$0.051=\frac{51}{1000}$

QUESTION C

We want to write the decimal 0.473 as a fraction.

We multiply the decimal by multiples of until we get a whole number. We then divide the result by the same product of we used to multiply the decimal.

This implies that,

$0.473=\frac{0.473\times1000}{1000}$

We simplify the numerator by moving the decimal point forward three times to obtain,

$0.473=\frac{473}{1000}$

QUESTION D

We want to write the decimal 0.27 as a fraction.

We multiply the decimal by multiples of until we get a whole number. We then divide the result by the same product of we used to multiply the decimal.

This implies that,

$0.27=\frac{0.27\times100}{100}$

We simplify the numerator by moving the decimal point forward two times to obtain,

$0.27=\frac{27}{100}$

QUESTION E

We want to write the decimal 5.37 as a fraction.

We multiply the decimal by multiples of until we get a whole number. We then divide the result by the same product of we used to multiply the decimal.

This implies that,

$5.37=\frac{5.37\times100}{100}$

We simplify the numerator by moving the decimal point forward two times to obtain,

$5.37=\frac{537}{100}$

We rewrite as a mixed number to obtain,

$5.37=5\frac{37}{100}$

QUESTION F

We want to write the decimal 16.49 as a fraction.

We multiply the decimal by multiples of until we get a whole number. We then divide the result by the same product of we used to multiply the decimal.

This implies that,

$16.49=\frac{16.49\times100}{100}$

We simplify the numerator by moving the decimal point forward two times to obtain,

$16.49=\frac{1649}{100}$

We rewrite as a mixed number to obtain,

$16.49=16\frac{49}{100}$

Answer from: Quest

two data sets with the same median will not have the same varaibility

step-by-step explanation:

Answer from: Quest

And i oop, gurlll he not gonna have no more left .. anna ou

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