Consider the following. 1₂ x³ +3 du = dx Find a substitution to rewrite the integrand as du. Check which variable(s) should be in your answer. ! die X

Q: CALCULATE (16t³, –9t², 25tª) dt.

A: To evaluate the given integral- ∫01(16t3,-9t2,25t4)dt Here we will use the following integration…

Q: In(52) dx 3

A: To evaluate

Q: Find the integral

A: Integrate∫3xx−2dx

Q: 2.r³ – 5x²+4x– Ar 4 dx

A: Given:  ∫2x3-5x2+4x-4x2-xdx           =∫2x-3+x-4x(x-1)dx            =∫2x-3 dx+∫x-4x(x-1)dx By using…

Q: 2.4 Say -1.5 Sx+20 X+6 dx

A:

Q: 1 dx X+4

A:

Q: 1 10+ e-5x -5x / 10 + 1 = = = 1 / (6-10 + 10) ) + 10 f - dx e e-5x 50 Evaluate s -dx. Hint: Multiply…

A:

Q: 4 (1+2 In x)* 6. J dx б.

A: We have to find

Q: y=x3 2

A:

Q: Evaluate the integral. dx Vx2 - 10x + 16

A: Given ∫dxx2-10x+16 ∫dxx2-10x+16=∫dxx2-10x+25-25+16=∫dxx2-10x+25-9=∫dx(x-5)2-9=∫dx(x-5)2-32

Q: dxdy y Vy2-x2

A:

Q: Evaluate the integral. 3x35x211x + 9 -dx x²-2x-3

A:

Q: 3ax 2-5e3x -dx

A: Here, we have given integral now we have to solve it by using general formulas of integration.

Q: (3y- 2 )cy y´+2y+17

A: The given integral is ∫3y-2dyy2+2y+17. We have to evaluate the value of given indefinite…

Q: J1 6x² + 5x +8 X dx =

A:

Q: Use the substitution u = 3+ eta to evaluate the indefinite integral

A:

Q: S (In 2x2 dx

A: Evaluate the integral :    ∫ln 2x2 dx

Q: 5 dx 6. 2 x-2

A: We need to evaluate the following integral ∫25dxx-2

Q: 21.3 xdx V16 - 9х4 0.

A: We to integrate the given integration.

Q: Evaluate the 2 222 $² ne dn integral

A:

Q: t0x² -4x²+8d 4 2- 多 et dx

A: 2. ∫10x4-9x2+8x2dx3. ∫ex2+xxdx4. ∫dxx

Q: Evaluate the given 1 dx J 2x/1– 9x²

A:

Q: Sx²e=* dx Sx²e¬

A:

Q: dx Vsinxcos3x

A: