Algebra> 1- let f and g be differenciable fn on R ...

1- let f and g be differenciable fn on R and suppose f(0) = g(o) and f dash (x) less than equals to g dash x for all x grter equals o then how we show this gx is grter equal to fx for all x grter equal 0

keshav kr , 12 Years ago

Grade 12

1 Answers

Sher Mohammad

f'(x)<=g'(x) for x>0

inegerate (f'(x)-g(x)'<0) between 0 to y

f(y)-g(y)-(f(0)-g(0))= f(y)-g(y)< 0 for all y>0

from above

f(y)< g(y) for all y >0 , replace y by x

f(x)<g(x) for all x>0

sher mohammad

b.tech, iit delhi

Approved

Last Activity: 12 Years ago

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Algebra> 1- let f and g be differenciable fn on R ...

1- let f and g be differenciable fn on R and suppose f(0) = g(o) and f dash (x) less than equals to g dash x for all x grter equals o then how we show this gx is grter equal to fx for all x grter equal 0

keshav kr , 12 Years ago

Sher Mohammad

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