x +1 dx (25 – x²) } X

Q: (27 dy 7. ソー

A: Definite integration

Q: Give a geometric argument that explains why the integrals have equal values.

A:

Q: z° + 12z2 dz z6 + 8z3 + 41

A: Solve the integral:  ∫z5+12z2z6+8z3+41dz=16∫dz6+24z3+41z6+8z3+41…

Q: 5. 6. Sexcos2x dx |— S- dx 3 (x + 2)² − (x+2) ² -

A:

Q: e dx -5

A: Width of the interval [-5,5]= 5-(-5)=5+5=10n=number of subintervals. Width of each…

Q: sin (3æ) cos (4æ)dx 1 -cos (72) + cos (-a) + C 1 1 1 -cos (7x) + 14 -금in (7z) + 글sin (- 14 2 O A 1 1…

A:

Q: Evaluate the definite integral and interpret the result. (x3 - 4x) dx i the area between the x-axis…

A: NOTE: Refresh your page if you can't see any equations. .

Q: (arcsin x)? 2 V1 – x²

A:

Q: Evaluate the Integral dz 1. S z²+4z ANSWER: 1. - In + C 4 |z+4

A:

Q: Give a geometric argument that explains why the integrals have equal values.

A:

Q: 0 ㅠ 2 sin([x]) 6 [x] dx [x] is Ceiling function

A:

Q: = 2* and the chord joining the poin Ans. 5- 3/n Find the area between the curve y (0,1) and (2,4).…

A:

Q: Evaluate the Integral 2. S V5 + 12x – 9x²dx - ANSWER: 2. (3x-2)v5+12x-9x²+9Sin¬13*- 2]+C (3х-2)

A:

Q: 2x 35. x2 + 6x + 13 -бх + 13

A:

Q: 2 S (a+ dx x - х — а

A:

Q: Applying the concept of limits of sum (Riemann Sum), find the area of the region above the x axis…

A: xi  = right end of the ith rectangle of width ∆x. NowIf n →∞then∆x →dx, and∑i=1n→∫ab,…

Q: arcsin 4y dy 1 – 16y2

A: Given: ∫arcsin4y1-16y2dy

Q: (a) Evaluate the definite integral (b) Evaluate the improper integral Jo r cos a dr. S 1 r(In x)²…

A:

Q: 21.3 xdx V16 - 9х4 0.

A: We to integrate the given integration.

Q: | |m8xy + x)dxdy=3, 0<y<x<1

A: The given equation is ∫∫m8xy+x2 dx dy=3,      0&lt;y&lt;x&lt;1. To find: the value of m.

Q: Solve the integral

A: Introduction: When the limitations are established in order to provide a distinct value, definitive…

Q: 10 dR 25

A: Use basic integration  Here R varies from 25 to -10.

Q: dy у — у? arcsin² /y + 6 arcsin /y

A: Solve the integration using the substitution method.