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As we know that constant function …

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As we know that constant function y=f(x)=C is elsewhere continious but if we write this function as f(x)=Cx^0 then f(0)=C0^0 where 0^0 is indeterminate Then it f is not continues elsewhere. Please share some suggestions so that i clear my wrong concept if exist

Posted by Gh Mohmad Malik 5 years, 7 months ago

CBSE > Class 12 > Mathematics

2 answers

Tamanna Sharma 5 years, 7 months ago

Try it ,it's really proven. As maths has always a base prove for each concept, it's really a beauty of maths

Tamanna Sharma 5 years, 7 months ago

Bro,I was also asking this same question in 11th class to my maths teacher- he explain it as " if you want to understand this continuation for this graph then you have to know about left hand and right hand limit approach for a function in its domain (take any point you want ) then in order to solve this indeterminate limit you solve it by log method( log property also used) , then by solving this you get the same constant value as earlier you want to approach, so now it's mathematically proved as we get the same constant each and every input value.

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