x = yy differentiate both sides with respect to x
dx = (y * yy-1) dy
dy/dx = y * yy-1
dy/dx = yy = x
hence differentiate of y wrt x is x only
231 + 231 = 2 x 231 = 232
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Yes, the derivative of xi with respect to x equals i. Is that what you were trying to ask?
Suppose, Z is a function of X and Y. In case of Partial Differentiation of Z with respect to X, all other variables, except X are treated as constants. But, total derivative pf z is given by, dz=(partial derivative of z w.r.t x)dx + (partial derivative of z w.r.t y)dy
The differentiation of sin x plus cosx is cos (x)-sin(x).
If the differentiation is carried out with respect to 'x', then it's 3x2 .
It equals y+1
the exponent is 2, expressed as twenty, squared or 20 X 20.
231 + 231 = 2 x 231 = 232
it equals 0. 0 x 0 will always be 0
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The Exner equation describes conservation of mass between sediment in the bed of a channel and sediment that is being transported. It is expressed as partial differentiation of n with respect to t=-(1/epsilon0) x partial differentiation of q with respect to x.
the answer is 3. Any number x raised to the 1 power (x1) equals x.
differentiation of sin x + cos x.
Yes, the derivative of xi with respect to x equals i. Is that what you were trying to ask?
Suppose, Z is a function of X and Y. In case of Partial Differentiation of Z with respect to X, all other variables, except X are treated as constants. But, total derivative pf z is given by, dz=(partial derivative of z w.r.t x)dx + (partial derivative of z w.r.t y)dy
An exponent indicates how many times a number (base) should be multiplied by itself. For example, 2^3 means 2 x 2 x 2, which equals 8. So, the multiple expressed by an exponent is the result of multiplying the base number by itself the number of times specified by the exponent.