Questions Asked

mathslover:
Group Title
Can we differentiate trigonometric functions to solve an equation?
Like : \(\sin^2 \theta  \cos^2 \theta = 1\)
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 updated 6 months ago
 20 replies
 3 Medals

mathslover:
Group Title
Integral Calculus...
Find the integral of \(y = e^{ax} \sin (bx)\)
 updated 6 months ago
 37 replies
 11 Medals

mathslover:
Group Title
Integral Calculus...
Find \(\int e^{2x} \sin x dx \)
 updated 6 months ago
 48 replies
 10 Medals

mathslover:
Group Title
Integral Calculus ....
Find the value of integral :
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 updated 6 months ago
 25 replies
 7 Medals

mathslover:
Group Title
Starting Integral Calculus
Indefinite Integral (Algebra of Indefinite Integral)
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 updated 6 months ago
 4 replies
 2 Medals

mathslover:
Group Title
Continuity Question
Let :
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 updated 6 months ago
 17 replies
 3 Medals

mathslover:
Group Title
Starting Maxima and Minima of functions of one variable...
can't understand what is \(\bf{Local Maxima}\) ?
 updated 6 months ago
 15 replies
 3 Medals

mathslover:
Group Title
Application of Derivatives
Find the angle of intersection between 2 curves : \(y^2 = 4x\) and \(x^2 = 4y\) .
 updated 6 months ago
 16 replies
 3 Medals

mathslover:
Group Title
Application of Derivatives
Problem...
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 updated 6 months ago
 53 replies
 5 Medals

mathslover:
Group Title
Application of Derivatives...
Problem...
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 updated 6 months ago
 15 replies
 3 Medals

mathslover:
Group Title
Application of Derivatives
Problem ....
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 updated 6 months ago
 28 replies
 3 Medals

mathslover:
Group Title
Application of Derivatives...
Problem
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 updated 6 months ago
 20 replies
 3 Medals

mathslover:
Group Title
Application of Derivatives 
Problem
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 updated 6 months ago
 34 replies
 4 Medals

mathslover:
Group Title
Differentiation Problem.... (5)
Find the Derivative of \(\tan^{1} \left(\cfrac{\sqrt{1+x^2} 1}{x} \right) \) w.r.t \(\cos^{1} \left(\…
 updated 6 months ago
 31 replies
 2 Medals

mathslover:
Group Title
Differentiation Problem (4)...
Find \(\cfrac{dy}{dx}\) for the equation\(x^2y^3 + y\sin x = 0\)
 updated 6 months ago
 90 replies
 8 Medals

mathslover:
Group Title
Differentiation Problem (3)
If y = \(\sin^{1} \left[x\sqrt{1x} \sqrt{x} \sqrt{1x^2} \right] \) and \( 0 < x < 1\) , then find \(\cfra…
 updated 6 months ago
 15 replies
 2 Medals

mathslover:
Group Title
Differentiation problem (2)
Find the derivative of \(e^{x^2 + 2x\log x}\) w.r.t x
 updated 6 months ago
 14 replies
 3 Medals

mathslover:
Group Title
Starting Differentiation...
Problem (1)
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 updated 6 months ago
 44 replies
 8 Medals

mathslover:
Group Title
Logarithm Question....
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 updated 6 months ago
 27 replies
 4 Medals

mathslover:
Group Title
A parallel plate capacitor is made up of plates of A area separated by distance 'd'. A slab of dielectric with dielectric constant, k of thi…
 updated 6 months ago
 20 replies
 1 Medal

mathslover:
Group Title
Logarithm Question...
Given \(n^3 < 10^n\) for a fixed positive integer \( n \ge 1\) , prove that \((n+1)^3 < 10^{n+1}\)
 updated 6 months ago
 46 replies
 6 Medals

mathslover:
Group Title
Logarithm Question
Find the number of zeroes between decimal point and first significant digit of \(\left(\cfrac{1}{3}\right)^{500}\) , …
 updated 6 months ago
 40 replies
 7 Medals

mathslover:
Group Title
Logarithm Question
Solve \(x + \log_{10} (1+2^x) = x\log_{10} 5 + \log_{10} 6\)
 updated 6 months ago
 8 replies
 6 Medals

mathslover:
Group Title
Problem in Calculating the Capacitance.
 updated 6 months ago
 13 replies
 No Medals Yet

mathslover:
Group Title
Logarithm Question
Find x, if \(\cfrac{6}{5} a^{\log_a x \log_{10} a \log_a 5 }  3^{\log_{10} (x/10)} = 9^{\log_{100} x + \log_4 {2}} \…
 updated 6 months ago
 24 replies
 4 Medals

mathslover:
Group Title
Logarithm Question
If \(\log_a c = \cfrac{\log_a N  \log_b N}{\log_b N  \log_c N} \) where N > 0 , N \(\ne\) 1 .
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 updated 6 months ago
 5 replies
 3 Medals

mathslover:
Group Title
Find the least value of the expression \(2\log_{10} x  \log_x {0.01} \) for x >1
 updated 6 months ago
 19 replies
 6 Medals

mathslover:
Group Title
Logarithm Question....
Determine least integer 'a' such that \(3^a > 10^5\) given \(\log_{10} 3 = 0.4771 \)
 updated 6 months ago
 14 replies
 2 Medals

mathslover:
Group Title
Logarithm Question (4)
Solve :
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 updated 6 months ago
 30 replies
 12 Medals

mathslover:
Group Title
Logarithm Question (3)
Solve \(2x^{\cfrac{1}{2} \left[ \log_{\sqrt{x}} (\log_{10}3x^2) \right] }= \log_{10} 9 \)
 updated 6 months ago
 61 replies
 8 Medals
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