If y = (6x + 7)0.5(2.6x2 - 1.9), what is dy/dx?

Q: /3 2 %3D

A: To find: The value of dydx. Given: The equation is y=x35x2+1-23. Formula used: Chain rule of…

Q: X x +1 dx =

A:

Q: (b) y = Vr - 4x Find if (a) dx

A:

Q: ddy if y= (x² + 4x)² dx Simplify completely. Do not multiply out any binomials raised to more than…

A: y=Rules(i) (ii)  (iii)

Q: Suppose y = 5x²+7x. Finc

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Q: 3. dx (x²+1)² -3 d x XVX +3, dx x2

A: Evaluate the given integrals

Q: -9 dx (3x + 1)² 1

A: Solution: ∫1∞-9(3x+1)2dxTake the constant out=-9×∫1∞1(3x+1)2dx

Q: find dy dx 3 1- %3= Xナメ+1

A:

Q: if y = 3x2-2x+5 , determine dy/dx using the definition.

A:

Q: y = (x- x), then dr True O False O

A: solutionif y=x4-x7 thend29ydx29=0 true or noty=x4-x7In above equation (y=x4-x7)Degree of…

Q: (c) Use geometry (ONLY) to find the exact value of (2x + 1) dx. Illustrate your method with a new…

A: By sketching graph

Q: Find d/dx y= 5x + 2

A:

Q: (2x³-9x²+2) dx from x = 6 to x = 11

A: Given: ∫2x3-9x2+2dx   from x=6 to x=11

Q: (1-y)dx – xydy= dy

A: 1-y2dx-xy=dy1-y2dx=dy1+xydydx=1+xy1-y2…

Q: y = (ax-1) (6x.+5]%3 find dy dx 10

A:

Q: dy Find if dx )*. 3 y = (2x° + x %3D

A: y=2x3+x4

Q: [5x(4-2x²) dx

A: To evaluate the given integral

Q: 3/41 x² 3/5 √2x³-1 dx.

A: Consider

Q: 1. [(2x-3) (4x2– 12x)* dx

A:

Q: y = (3 – 4x)+/²(7 – 5x²)+/a dy dx

A: This can be solved as follows:

Q: solve

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Q: 1d²½ of y=x²-x² dx Find

A: We have to find the double derivative of y with respect to x

Q: evaluate 1/(2x(x2-9)1/2 )dx    and what method did you use

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Q: IScmプa (4x)"dx

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Q: 4 6 (1+ tan²x) dx =

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Q: y=coth 1/x

A:

Q: 41Stañdx= Q22x+1 X'+2X+1

A: (1) Given integral is ∫tan−1xdx It can be written as ∫tan−1x⋅1dx Use integration formula…

Q: (2x+7)2 x 2 dx

A: on diffrentiating this with respect to x we get =2(2x+7)ddx(2x+7)=2(2x+7)×2=4(2x+7)

Q: dy + 2xy = 4x dx

A:

Q: L, sgn(x- 1) dx = 1. 0 2. 2 3. -2 4. 1

A:

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.