def of irrational numbers.
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Hii friend,
IRRATIONAL NUMBER is a number that cannot be written in a fractional form. irrational numbers are non terminating numbers. They are classified under real numbers.
Examples: √2, π, √7, √23 etc
HOPE THIS HELPS YOU :)
IRRATIONAL NUMBER is a number that cannot be written in a fractional form. irrational numbers are non terminating numbers. They are classified under real numbers.
Examples: √2, π, √7, √23 etc
HOPE THIS HELPS YOU :)
areebaafzal286:
yaah but i need its proper defination
definition
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*IRRATIONAL NUMBER*
A number which can neither be expressed as a terminating decimal nor a repeating decimal, is called an irratational number.
Thus, nonterminating, nonrepeating decimals are irrational numbers.
A number which can neither be expressed as a terminating decimal nor a repeating decimal, is called an irratational number.
Thus, nonterminating, nonrepeating decimals are irrational numbers.
def of rational numbers
and for your kind information i had said u for irrational nums
I am still waiting for ur thank u!!
ur ques is irrational no. so I define it
then say thank u
i also said u for rational no.
plzz write it in ur next ques then i will define it okk
no thanks but someone else had answered me.
ookk gud :))
:-(
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