Deriv

1 | ∫ (x^2 + 6x + 9) dx | ((X^3)/3) + (3x^2) + (9x) |
2 | ∫ (x^2 + 5x + 6) dx | ((X^3)/3) + ((5x^2)/2) + (6x) |
3 | ∫ (3x^2 + 15x - 6) dx | ((X^3)/3) + ((15x^2)/2) – (6x) |
4 | ∫ (2x^2 - 3x +10) dx | ((2X^3)/3) – ((3x^2)/2) + (10x) |
5 | ∫ ((x^2+12)(x+1)) dx | ((X^4)/4) + ((X^3)/3) + (6x^2) + (12x) |
6 | ∫ ((x^2 +8)(2+x)) dx | (X^4/4) + ((2X^3)/3) + (4x^2) + (16x) |
7 | ∫((x^2+1)(x+1)) dx | ((X^4)/4) + ((X^3)/3) + ((x^2)/2) + (x) |
8 | ∫ ((x+3)^2) dx | (((X+3)^3)/3) |
9 | ∫ ((3x+7)^2) dx | (((3X+7)^3)/9) |
10 | ∫ ((2x+5)^3) dx | (((2X+5)^4)/8) |
11 | ∫ ((4x+11)^3) dx| (((4X+11)^4)/16) |
12 | ∫ ((x^2+12)(x+1) (x^2 + 6x + 9)) dx | ((X^6)/6) + ((7X^5)/5) + ((27X^4)/4) + (31X^3) + (90x^2) + (188x) |
13 | ∫ ((x+4)(x-4)) dx | (X^3/3) – (6x) |
14 | ∫((5-x)(5+x)) dx | ((-X^3)/3) + (25x) |
15 | ∫ ((x+2)(x+2)(x+2)) dx | (((X+2)^4)/4) |
16 | ∫ ((x-1)(x-1)(x-1)) dx | (((X-1)^4)/4) |
17 | ∫ (4((x+15)^2) dx | ((4((X+15)^3))/3) |
18 | ∫ (20X^2)/5 |((80x^3)/3) |
19 | ∫ (5x^3 + 4x^2 – 8x + 1) dx | ((5X^4)/4) + ((4X^3)/3) + (4x^2) + (x)) |
20 | ∫ (3x^2) dx | x^3 |
21 | ∫ (7x^2 + 2x) dx | ((7X^3)/3) + (x^2) |
22 | ∫ (x^2 + 4x + 3) dx |((X^3)/3) + (2x^2) + (3x) |
23 | ∫ (2x^2 + 14x - 5) dx | ((2X^3)/3) + (7x^2) - (5x) |
24 | ∫ (3x^2 - 8x + 11) dx | (X^3) - (4x^2) + (11x) |
25 | ∫ ((x^2+1)(x+1)) dx | ((X^4)/4) + ((X^3)/3) + ((x^2)/2)+ (x) |
26 | ∫ ((x^2+3)(7+X)) dx | ((X^4)/4) + ((7X^3)/3) + ((3x^2)/2) + (21x) |
27 | ∫ ((x^2-1)(2x+1)) dx | ((X^4)/2) + ((X^3)/3) + ((x^2) - (x) |
28 | ∫ ((x+12)^2) dx | ((X+12)^3)/3 |
29| ∫ ((x+7)^2) dx | ((X+7)^3)/3 |
30 | ∫ ((2x+6)^3) dx | 2(X+3)^4 |
31 | ∫ ((4x+1)^4) dx | ((4((X+1)^4))/16) |
32 | ∫ ((x^2+12)(x+1)/ (x^2 + 6x + 9))dx | |
33 | ∫ ((x+9)(x-9)) dx | (X^3/3) -(81x) |
34 | ∫ ((44-x)(44+x)) dx | (X^3/3) - (1936x) |
35 | ∫ ((x+1)(x+1)(x+1)) dx | ((X+1)^4)/4 |
36 | ∫ ((x-5)(x-5)(x-5)) dx | ((X-5)^4)/4 |
37 | ∫ (2((x+5)^2) dx | ((2((X+5)^3))/3) |
38...