r5 dt 25 + t2

Q: dt VR-2t + 26

A:

Q: 24. y"+ 9y = 0; y(0) = 1, y'(0) = 1

A:

Q: 2 t. 1 is

A:

Q: Evaluate 35 + j71 А. О- В. —2: С. -2 D. -1· Е. 2.

A:

Q: dt = (c) (9+t2)3/2

A: Given:

Q: Find Deri vative 2X-4 Y= 4,2x e

A:

Q: 3t? +t +4 7) dt t3 +t

A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…

Q: S V1 – 9t2 dt

A: As per the company guidelines we can solve first question. I hope that the given solution will help…

Q: y®y' – 8y9 = ex ,8,

A: On simplification, we get

Q: | (8t3 – 12t2 + 6)dt Evaluate:

A: We can evaluate the given integral by using the following formula.

Q: - j6) (60-j80) 2 329) EX(16

A:

Q: Find d/dt (a2t2 + b2t + c2).

A: To find: ddt(a2t2+b2t+c2). Solution: ddt(a2t2+b2t+c2)on simplifying further we…

Q: Evaluate: (12t3-9t2 + 7)dt

A:

Q: (b): Evaluate: (8t³ – 9t² + 10)dt

A:

Q: R

A: When two lines are intersecting then opposite angle are equal by vertical opposite angle.

Q: (b): Evaluate: SS (16t³ – 12t² + 5)dt

A:

Q: 2、fx)= メー 9(x) = メー %3D Df- {R}\o

A: Solution: The objective is to find the domain of the given function

Q: Evaluate sec4xtan4xdx a. 0.76 b. 0.25 c. O d. 0.67

A:

Q: 2r 20. y4y+13y = re² +

A: Here we have to find the general solution of the second-order differential equation…

Q: R:

A: Given that : The curves f(x) = x2 and g(x) = x .

Q: -2 + t,3 + 2t) and Qu (4 +

A: Solution: The objective is to what does the given lines have common.

Q: dt. (t² – 4)? 2.

A:

Q: 3. (Va² +1)* dz. Evaluate

A: Write radical in the form of fractions.

Q: ýt 29-ty-osinx

A:

Q: t5 dt Vt2+2 9.

A: topic - indefinite integral

Q: 3t2 +t + 4 7) dt t3 +t

A: SINCE YOU HAVE ASKED MULTIPLE QUESTIONS IN SINGLE REQUEST, WE WILL BE ANSWERING ONLY THE FIRST…

Q: 6z²y dy) dz О а. 48 ОБ. 42 Ос. 58 O d. 49

A:

Q: ii) d²y + 16y = 0 dr2

A: solve for second order differential equation d2ydx2+16y=0

Q: 3 Evaluate: (12t3 – 12t2 + 6)dt

A:

Q: Show that QRST is a trapezoid.

A: To show that QRST is a trapezoid. Q=(-1, -2), R=(6,-2), S=(10, 1), T=(7, 4). A quadrilateral is a…

Q: 2t + 4s when t=5 and s=3

A: We just have to substitute the given values in the expression.

Q: y(s) 2 u(s) s' 2 + 2s +3

A: The state representation can be calculated as, This can be rewritten as, Taking inverse laplace…

Q: Find mZR. R S 105° 3. 3.

A: Here the given figure is an isosceles trapezoid with parallel sides ST and RQ. For an isosceles…

Q: dr J (9 – 4r2)3/2

A: “Since you have posted a question with multiple sub-parts, we will solve first three subparts for…

Q: Find UT Vo 9 3x + 4 2x - 2 U T

A: This question can be solved using the equation(Length of VU)+(Length of UT)=(Length of VT)

Q: Evaluate: (8t3 – 9t2 + 7)dt -

A: Topic = Integration

Q: | 2y13-2y? dy?

A:

Q: C1oy +11) dy ty2-4y+5 10)

A:

Q: 1 dr V1-r

A: Given, the integration                                We have to solve this integration.

Q: 3 | (16t³ – 9t² + 7)dt Evaluate:

A: Given problem:-

Q: (-1, 04

A:

Q: (п — г)! (n – r + 1)! - -

A: Given  (n-r)!(n-r+1)!

Q: R.

A: i am solving 1st image for 2nd repost.

Q: R ++

A:

Q: (J2,8.64). (- 2. –0.78) 137 (o)(-)

A:

Q: 5): Evaluate: 6 (12t³ – 12t² + 15)dt

A:

Q: Compute the quantity, [0] W 5 H -6 w, using w= -2

A: Please refer to the image below

Q: In dr. 1+r²

A:

Q: зв. | Evaluate ф. - dz where C:z-2| = 2. (z³ – 5z² +8z –4) 3

A: