Question

for any rational no. to be terminating the p of /q from should be​

Answer 1

Answer:

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Given:

p/q contains a terminating expansion in decimal.

To find:

The necessary condition to be satisfied by q.

Solution:

The necessary condition which is to be satisfied by q such that the rational number p/q contains a terminating expansion in decimal

The denominator, that is, q should be in the form of \left(2^{2} \times 5^{b}\right),

Where, a , b denotes some non-negative integer, that is, a, b are positive integers.

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Answer 2

Answer:

For any rational no. to be terminating the p of /q from should be​

not equals to zero

Step-by-step explanation: