E -F 200 640 240° 600 YA OD 300 400 (mm)

Q: (I'o67 =7 %3D 2. of

A:

Q: dx= A B e-1 © 1-)

A: I am going to solve the given problem by using some simple calculus to get the required result.

Q: Convert 75 mph to m/s   Work it out using the parenthesis method

A: Given,75 miles per hour

Q: from e'dv Ve4v -16

A:

Q: use the definition prove that s d sinZ %3D Tal

A:

Q: 1 dx V3x (3–9x)

A: To evaluate the given integral

Q: 22ニ」 dx ズ+ぞ

A:

Q: 1 -dx V 9x² + 18x + 45 2

A:

Q: y =x (T* + e*)6

A: SOLUTION-

Q: (글) 2sinh -dx = Select one: O a. co cosh O b. (글) sech tanh d. csch

A: Properties used, a) Sinh (-x)= Sinh x b) Cosh (-x)= Cosh x c) ∫Sinh x dx= Cosh x +c

Q: sinh(4ln(4x))

A: Given query is to simplify the expression.

Q: 1 dx (2x + 1)4

A: We will use concept of improper integral here.

Q: dx 4. xv9+4x2

A: Method:- I  use Trigonometry substitution method to solve the given integral

Q: V64.3

A:

Q: Evaluate dx. /25 – x²

A: First of all, let x = 5 sin (u) and differentiate w.r.t x on both sides of the equation and find dx.

Q: 10 1 dx 9-x 8.

A:

Q: -6 3 dx . x² – 25 2. Evaluate |-

A: Topic- Integration

Q: In x dx Se x

A:

Q: =-2tantsect %3D sint-1 sinttl

A:

Q: Calculate the value for ∑j=3 to 7, (3j-2)

A: To calculate: The value of ∑37(3j-2)

Q: A) Find Vx²_1) dx

A:

Q: 42V dx Vx

A: Use the formula, ∫axdx=axlog a+cwhere, c=constant of integrationlog a≠0

Q: evi dx 3D?

A:

Q: 4т f tan tan 9.

A: tan-1tan(x)= x hence tan-1tan-4π9= -4π9

Q: 3 т2 dm )2 т3-2

A: NOTE: Refresh your page if you can't see any equations. . ...............(1) substitute…

Q: 1. 2 sec" (8x -) d n) dx

A: to evaluate the integration of 2sec^2(8x-π/4)

Q: Se2x sec?e2x Vtan e2x + 2 dx

A:

Q: 9. Find dr dt.

A:

Q: d 2r = 2 . 3x² . In 2 3. dx

A: Given, ddx2x3

Q: dx Ve ve

A: Integration

Q: 1 dx 5х-7

A: