chalte chalte again

given that f is an odd function with peroid 2 and continuous fr all x an g(X)=0∫xf(t) dt,then

a)g(x) is an odd function
b)g(2n)=1
c)g(2n)=0
d)none

6 Answers

11
Mani Pal Singh ·

mere khyaal se jo zyadatar galat hoote hain
iska answer c ban raha hai

1
shubh_452 ·

(a)

1
Philip Calvert ·

how come a)
g(x) should be an even function ! ??

1
Philip Calvert ·

ya D)
also nothing is said about n i mean n has nothing to do with the period

1
ANKIT MAHATO ·

g(2n)=0∫2nf(t) dt ,then
= n 0∫2 f(t) dt
= also it is an odd function so f(0) = 0 and f(1) = -f(-1) and .. it is just like a graph of tan (Î x / 2)
.. from 0-1 if graph is +ve then from 1-2 it is -ve .. wtih same area . .and vice - verso .. .so the answer here is 0 ... !!

1
Philip Calvert ·

well it is D after all isnt it
Riddle has solved for another question i thnk..

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