from the givan rational numbers _____will have non-terminating recurring decimal
a)17/32. b)17/248
c)17/160. d)17/64
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Answered by
2
(b) 17/248 will have non-terminating recurring decimal
Non-terminating recurring decimals are those type of decimal representation whose values are never ending and keep on repeating after a particular interval after the decimal point.
Let us now see the representations of the following fractions.
17/32 = 0.53125
17/248 = 0.068548387096...
17/160 = 0.10625
17/64 = 0.265625
Clearly, out of the 4 options, 17/248 repeat endlessly, and none of the others do.
So, option (b) is correct.
Answered by
0
Answer:
B is the correct one!
17/284
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