which condition should be satisfied by q so that p/q is terminating decimal expansion?? a simple explanation.
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Hey Dude here u go..
The condition which satisfied by q so that p/q is the terminating decimal expansion is
When,
p/q is in its simplest form of any rational number then q = (2^m ×5^n ) for some non negative integers m and n then p/q is a terminating decimal.
The condition which satisfied by q so that p/q is the terminating decimal expansion is
When,
p/q is in its simplest form of any rational number then q = (2^m ×5^n ) for some non negative integers m and n then p/q is a terminating decimal.
Anonymous:
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