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Differentiating with respect to one variable means thinking of all the other variables as constants. The answer is thus y=0.
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How do you differentiate 2x with respect to x?
The answer is 2. 2x = 2x1 So you follow the usual rule about bring down the exponent and subtract one from it and you get 1*2x0= 2x0=2
3x - 4y equals 7 2x - y equals 3?
(1, -1)
1 dekaliter equals how many liters?
1 dekaliter equals to 10 liters
Y equals 2x and y equals 2x-1?
Which means 0 = -1!
What is 1 x 1 equals?
One multiplied by one equals one. This is because any number that is multiplied by one equals itself. In this case, it equals one.
What is the differentiation of y with respect to x for x equals y exponent y?
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
How do you differentiate xy equals logy c?
The differential of the product xy with respect to x is y + x dy/dx. The differential of logy with respect to x is (1/y) dy/dx. The role of c in this question is not made clear.
How do you differentiate square root x?
The derivative of ( x1/2 ) with respect to 'x' is [ 1/2 x-1/2 ], or 1/[2sqrt(x)] .
How do you differentiate xy3 - 3y equals 1008?
With respect to x, the derivative would be:1*Y^3 = Y^3With respect to Y the derivative would be:3*xy^2 - 3In general: the derivative of a variable is defined as: nax^n-1Where n represents the power, a represents the factor and x represents the variable
How do you differentiate x2?
The derivative with respect to x of any term in this format: axn is equal to: nax(n -1) so in the case of x2, the answer will be: 2x(2 - 1) = 2x1 = 2x
Which property states that any number or variable multiplied by 1 equals itself?
It is the identity property of 1 with respect to multiplication.
How do you differentiate 2x with respect to x?
The answer is 2. 2x = 2x1 So you follow the usual rule about bring down the exponent and subtract one from it and you get 1*2x0= 2x0=2
How do you differentiate 0.5lnx?
1/2x
Y equals -2xsquared plus 1?
OK. That's the equation of a parabola, symmetrical with respect to the x-axis, opening downward, with its nose at y=1. What's the question ?
How do you differentiate ln?
Your question is pretty ambiguous. First of all, the natural logarithm is a function and requires a variable to be input into it. Secondly, the process of differentiation is a type of transformation or operation performed on a function, and it is done with respect to a particular variable. Its important when you ask questions in math that you ask a full, explicit question."How do you differentiate, with respect to x, the function ln(x)" would be more proper.Or simply do it in math:d/dx ln(x)============The answer to the question is simple. It is 1/x.d/dx ln(x) = 1/x
How do you find the derivative for f(x) integral (1-t2)(1 plus t4) from sin2x to 1?
My suggestion is to multiply the binomials and do the integration directly, and then differentiate the result with respect to x. (If that doesn't work, feel free to send me a picture of the problem and I'll give it another try.)
What is the m equals if the y equals 4x-1?
5
