Find f(t). 4s - 1 L-1 13:(5+1)3]

Q: dr (1² + 1)²

A:

Q: 3(x + 15) = 12

A: We have 3(x+15)=12

Q: | 2t + 5 | = 4

A: Given: 2t+5=4 Formula Used: u=a,a>0⇒u =a or u=-a

Q: x = [?] 2x + 9 8x + 1

A:

Q: Find -- (P+6)²+ 64

A: Note: it is assumed that p is the Laplace variable or the operator variable.   Use the formula below…

Q: Evaluate 10s? – 5 - L-1 2 (s² + 1)(s² + 3)²

A:

Q: log (x*+3x +9) = 2

A:

Q: 9x2 - x3 + 4x 8x + 20 dx. Evaluate Since x + 4x = x(x² + 4) can't be factore

A:

Q: What is BD? B BD= 12 A X+6 20

A: Given figure:-

Q: 3 2. x1 + x² dx

A: Definate integration

Q: What is the value of x² + xy - 3y² - (5x² - xy + y²) -4x² + xy - 4y² ? Enter

A:

Q: -1/2(6p+16)=7

A: -1/2(6p+16)=7

Q: (2+1) x (9-?)=12

A: Just try to simplify and that's easy.

Q: dx |x-1|

A: To evaluate the following integral.

Q: S(10) for √3 - 3 + 3√3+...

A:

Q: Find L-1 (s+2)2+16 2+16³.

A:

Q: R. (3x + 5) (91- 17)*

A: We know sum of opposite interior angles of parallelogram is equal to 180°

Q: S3 ¹(s²-2s+2)(s²+2s+2)· e. L-11 7

A: In this question, we need to find the inverse Laplace of the given function.

Q: 4. Find mRS. (5x + 6)" R (11x-72)

A: The chord of a circle is a line segment joining the two points on the circumference of a circle. If…

Q: 2(3w+8)=40

A:

Q: what is 1/2​(10x+20y+10z)

A:

Q: (d) 2√2-7 = 16 x 22 X

A: given  2x-7=16 if ax=ay,  than x=y

Q: 3. -119x+139+5x+x²x6-23- [(27+5x)+(-7x+2x²)] when x=-2

A:

Q: S7=1−1/√2+1/2−12/√2+14−14/√2+1/8.

A: Given:

Q: x²dx 3. (2 +3x)²/3

A: To integrate: ∫x22+3x23dx

Q: (2r+1)ar +2r+1

A: Given: ∫2r+1r2+2r+1dr

Q: 4 | (5a' + 4x")dr Find 3

A:

Q: d [(9p5+ 16p-8) 15] = 15 (9p³ + 16p-8) ¹4. (45p¹+16) dp True False

A:

Q: 4(z+12)+13=29. find z

A:

Q: Evaluate 1 (w - 3)4 √₁₂ dw.

A: