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(1/3^3 )−(1/5^3 )+(1/(11^3 ))−(1/(13^3 ))+(1/(19^3 ))−(1/(21^3 ))+(1/(29^3 ))−(1/(31^3 ))+.. |
(d/dx)(x!)=??? |
(1/((2−π)^2 ))+(1/((2+π)^2 ))+(1/((6−π)^2 ))+(1/((6+π)^2 ))+(1/((10−π)^2 ))+(1/((10+π)^2 ))+..=(π^2 /(16))sec^2 ((π^2 /4)) Prove or disprove |
the solution of equation ∣z∣−z = 1+2i is __ |
(1/((2−(√3))^3 ))−(1/((2+(√3))^3 ))+(1/((6−(√3))^3 ))−(1/((6+(√3))^3 ))+(1/((10−(√3))^3 ))−(1/((10+(√3))^3 ))+.. |
(π/e)sin(1)−(π^2 /(2e^2 ))sin(2)+(π^3 /(3e^3 ))sin(3)−(π^4 /(4e^4 ))sin(4)+... |
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(x^2 −4x+3)^(x^2 −6x+4) ≤ 1 |
((d(uϕ))/dt)=? |
(1/s)log(((s−2))/((s−3))) find inverse laplace |
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θ^(••) (t)−(γ/(ml))θ^• (t)+(g/l)sinθ(t)=0 |
((1/4))((2/4))((5/6))((7/8))= ? |
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∫(dx/((1+x^(97) )^7 )) |
f(x)=x^3 −3x^2 −24x+7 then find A.critical number B.interval on w/c f is increasing and decreasing C.extreme values show all steps |
Why is it so impossible to update directly instead of reinstalling the whole app ?!? please, fix it ! |
The polynomial p(x)is divided by x−4 and x+2 the remainders are 8 and 4 respectivily. find the remainder when p(x)is divided by (x−4)(x+2) |
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∫_0 ^1 e^(−x^2 ) dx=(1/(1+(1/(2+(3^2 /(7+((10^2 )/(32+((42^2 )/(174+((216^2 )/(1196+((1312^2 )/(....)))))))))))))) |
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(1/((s^2 +2s+5)^2 )) find inverse laplace |
a set S⊂R and S={(n/( (√(n^2 +1)))): n∈N, n≥1} show that minS=(1/( (√2))) and supS=1 |