define the rational and irrational number in terms of terminating and non terminating decimal number
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HERE IS YOUR ANSWER................
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RATIONAL NUMBERS
A rational number is a number which is represented in the form of p/q. The decimal expansion of the rational number is terminating (stop) or non-terminating, recurring(means it would represent the same number after the decimal point or after some numbers which can be written in the form of bar.
Examples:
1)2.345
2)1.14141414
IRRATIONAL NUMBERS
The irrational numbers are the numbers whose decimal expansion are non- terminating,non-recurring.
Examples:
1)9.98673213465..............
2)0.4567834219065.........
_________________________________
HOPE MY ANSWER WOULD HELP YOU
REGARD MADHU@
HERE IS YOUR ANSWER................
________________________________
RATIONAL NUMBERS
A rational number is a number which is represented in the form of p/q. The decimal expansion of the rational number is terminating (stop) or non-terminating, recurring(means it would represent the same number after the decimal point or after some numbers which can be written in the form of bar.
Examples:
1)2.345
2)1.14141414
IRRATIONAL NUMBERS
The irrational numbers are the numbers whose decimal expansion are non- terminating,non-recurring.
Examples:
1)9.98673213465..............
2)0.4567834219065.........
_________________________________
HOPE MY ANSWER WOULD HELP YOU
REGARD MADHU@
Saurabhchaurasia:
thanks
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