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If A Stone Thrown Upwards, Has Equation Of Motion S = 490t - 4.9t^2 . Then, The Maximum Height Reached By It Is
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A Particle Moves In A Straight Line, So That S = Root T Then Its Acceleration Is Proportional To
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The Circumference Of A Circle Is Measured As 56 Cm With An Error 0.02 Cm. The Percentage Error In Its Area Is
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If The Distance S Covered By A Particle In Time T Is Proportional To The Cube Root Of Its Velocity, Then The Acceleration Is
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A Point On The Parabola Y^2 = 18x At Which The Ordinate Increases At Twice The Rate Of The Abscissa Is
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0 votes1 answer189 views
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If The Diagonal Of A Square Is Changing At The Rate Of 0.5 Cms^-1 . Then, The Rate Of Change Of Area, When The Area Is 400 Cm^2, Is
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If There Is An Error Of K Per In Measuring The Edge Of A Cube, Then The Percent Error In Estimating Its Volume Is
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If F(x) = Logx2 (loge X), Then F (x) At X = E Is Equal To
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The Derivative Of Cos^3 X With Respect To Sin^3 X Is
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If Xy = Tan-^1 (xy) + Cot^-1(xy), Then Dy/dx Is Equal To
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If Y = Root Xlog X, Then Dy/dx At X = E Is
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If Y Be An Implicit Function Of X Defined By X^2^x - 2xx Cot Y - 1 = 0. Then, Y(1) Is Equal To
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If X^y = E^2(x – Y), Then Dy/dx Is Equal To
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If F(x) = |x - 2|+ |x + 1|- X, Then F (-10) Is Equal To
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If Y = Sin X . Sin 2x . Sin 3x... Sin Nx, Then Y Is
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D/dx [sin-1 X/a] = ...a <0 And |x/a| <1
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If F (x) = F^x3 X2 Log Dt [x>0], Then F (x) Is Equal To
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0 votes1 answer102 views
If F(x) = Loge (loge X), Then F (e) Is Equal To
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