Q3 Calculate the value of the following integeral: dx (1) S 2x√x-1 etan ¹x 1 + x² - dx

Q: 3x aluate: S dx X+10x+30

A:

Q: S(x - 2x –1)dx – 2x-

A: In integrate by using formula for general case.

Q: Plot the point where 0 = 11πT 6

A:

Q: Find the following

A: ∫(8x3+10x2-7x+5) dx

Q: Complete the following: In √√√x(y² + z²) = C' ln x + D ln(y² + z²) with C' = and D =

A:

Q: f m/KJL = (3x + 2)' and mZKLJ= (7x-32)', fir %3D K M

A:

Q: Find yll if x²+4y²=7

A:

Q: S7=1−1/√2+1/2−12/√2+14−14/√2+1/8.

A: Given:

Q: 1 3 + 4/7 ) dx Find x4 + C

A: Given:  ∫x2-1x+3x4+4xdxwe know that ∫A+Bdx=∫Adx+ ∫BdxThen,∫x2-1x+3x4+4xdx=∫x2dx-∫1xdx+∫3x4dx+∫4xdx…

Q: F{ze-4l피} =

A:

Q: x¹-8x+√√x7 ƒ dx

A: Here,   We have given an indefinite integral now we have to find out the value of that integral.

Q: Calculate: 1 √√√√x (2√x + 5) √x+5 dx

A:

Q: (x- 8)° 18° (x+2) 6.

A: Sum of angles of a triangle is always 180°

Q: Eliminate the arbitrary constant in the following equation: x³ - 3x²y = C.

A:

Q: [3x-Y3D2 6x +2y =16

A: 3x-y=26x+2y=16

Q: y = x² + x y = x + 5 2

A: y=x2+x y=x+5   a2-b2=(a-b)(a+b)