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give the integration of 1/( 1+ sin pi x/d) with respect to x the limits are from x=0 to x=d i have not started calculus yet ..but i have to use this in a question of physics ...please do not give any formula ..because i don't ...
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if xp yq = ( x+y )p+q then find dy/dx ...
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let 'f' be a twice differntiaible function such that f''(x)= - f(x) and f'(x)= g(x) for all x ε R. If h'(x)=[ f(x)]2 +[ g(x) ]2 , h(1)= 8; h(0) =2 then h(8) = a. 16 b. 32 c. 40 d. 50 ...
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let 'f' be a twice differntiaible function such that f''(x)= - f(x) and f'(x)= g(x) for all x ε R. If h'(x)=[ f(x)]2 +[ g(x) ]2 , h(1)= 8; h(0) =2 then h(8) = a. 16 b. 32 c. 40 d. 50 ...
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let g(x) be a continous function for all x ,and f(x) = f(a) +(x-a)g(x) for all x ε R , then a. f(x) is necessarily differentiable at x =a b. f(x) is not necessarily differentiable at x=a c. f(x) is not necessarily continous ...
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find the fifth derivative of y= 1/(1+x2) please give a good method ...not the tedious one !! ...
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what will be the product(s) when cis 1,2 dimethyl cyclohexane is treated with Br2 please explain with a diagram ,if possible.!!! ...
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the equation x- cosx =0 has a.exactly one root in (0,pi/6 ) b.exactly one root in (pi/6,pi/3) c.exactly one root in (pi/3, pi/2) d. has infinite solution in (0, pi/2) i tried to draw the graphs of y= cosx and y=x on the same ...
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f(x) is a discontinous function only at x=0 such that ( f(x) )2=1 for all values of x ε R , then the numbers of such functions is : A. 3 B. 2 C. 6 D. 4 Actually i am getting it as 4 but the answer given is 6 .... now is the ...
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f(x) is a discontinous function only at x=0 such that ( f(x) )2=1 for all values of x ε R , then the numbers of such functions is : A. 3 B. 2 C. 6 D. 4 Actually i am getting it as 4 but the answer given is 6 .... now is the ...
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the equation x- cosx =0 has a.exactly one root in (0,pi/6 ) b.exactly one root in (pi/6,pi/3) c.exactly one root in (pi/3, pi/2) d. has infinite solution in (0, pi/2) i tried to draw the graphs of y= cosx and y=x on the same ...
