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Bunuel
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hi, is the shortcut to this is identifying the numbers with trailing zeros and eliminating the option that do not have trailing zeros?
Bunuel
A terminating decimal is one which has only a finite number of nonzero digits. Which of the following numbers has a reciprocal which is a terminating decimal?

A. 455/31
B. 1,045/43
C. 770/23
D. 650/19
E. 800/13
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To find whether a fraction is terminating or not, find out whether the prime factors of the denominator contain only 2/ only 5 or both in some proportions.

Prime factors of 455: 5*7*13
Does not satisfy the condition.

Prime factors of 1045: 5*11*19
Does not satisfy the condition.

Prime factors of 770: 2*5*7*11
Does not satisfy the condition.

Prime factors of 650: 2*\( 5^2 \)*13
Does not satisfy the condition.

Prime factors of 800: \(2^2\)*\(5^2\)
Meets our criteria for terminating decimal


Bunuel
A terminating decimal is one which has only a finite number of nonzero digits. Which of the following numbers has a reciprocal which is a terminating decimal?

A. 455/31
B. 1,045/43
C. 770/23
D. 650/19
E. 800/13
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I think it was the denominator has either 2s, 5s or both? Pls lmk if not. thanks!
chetan2u
Bunuel
A terminating decimal is one which has only a finite number of nonzero digits. Which of the following numbers has a reciprocal which is a terminating decimal?

A. 455/31
B. 1,045/43
C. 770/23
D. 650/19
E. 800/13


Any simplified fraction containing only 2s and 5s in the denominator will lead to a terminating decimal.

As we are looking at the reciprocals, 800 in E is \(2^5*5^2\), and is the correct answer as 13/800 will be a terminating decimal.


E
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Its either 2s, either 5s or both.
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