Fill in the missing information. 1 y Sy ry=bo + b₁x x Sx V 13|2|22|4|0.3 y= O = -4 + 2x O = 20.05 +0.15x O = 14.2 + 0.6x Oŷ = 2 + 1.69x O = 0.6 + 14.2x

Q: Solve for r. 2x - 10 R x+8 -1 О-11 O 9 O 1

A:

Q: 6. Evaluate dx

A: Introduction :

Q: L dxdydz

A:

Q: KD and ZE are complementary. If mZD = 5x + 3 and mZE = 3x – 1, what is x? 081

A:

Q: 7 33 Choose the correct value of x. 5.9 O 3.8 O10.8 O 4.5

A: In a right angle triangle,    sinθ=Opposite SideHypotenuse Here, it is given   θ=33°Opposite…

Q: / esx+3 dx = %3D

A: To evaluate the integral :- I = ∫e5x+3 dx Substitute    u = 5x+3du = 5 dxdx = du5

Q: sin xdx 5t car? x

A:

Q: Solve for x.

A:

Q: Solve for x. O 27 O 22 09 04 3 √x + 5 = 3

A:

Q: 3. Let 中- 3x3 ーy2 +4×y+2x-3y-5 find マ中 %3D

A:

Q: [4x 4xe³dx = + C

A: B=∫4xe3xdx∫xndx=xn+1n+1+c∫eaxdx=eaxa+c∫(a.b)dx=a∫bdx-∫(d dx(a)×∫bdx)dx

Q: Evaluate. dx 8x7 O A. + C O B. 1 +C 9ex9 1 C. + C 1 O D. 9 ex9 - 1 + C

A: The solution is :

Q: x+x+メナ] 3.

A:

Q: Evaluate x2 dx

A: Use rules of integration

Q: O campute dyldx and X= 4t3-t² + 7t Y= t4 - lot

A: As we know that the chain rule: dydx=dydt×dtdx The Power law: ddxxn=nxn-1 The Quotient rule:…

Q: Solve. B P+u for u ju

A: Given : Bj = P+uu

Q: L Vx + 12x2 + 5 tanx dx

A:

Q: 81 +x + 41 -x Evaluate

A: Introduction :--

Q: Vxdx 2. For J T-Vx use 4 O u = JA u = x O u = Ja

A:

Q: Solve for z. 96+x O 6 10 6. 11 12 13 14 15

A: We have to find

Q: 10. Find x BA, DA. 5x – 3, A Зх + 1

A: GivenAB=5x-3AD=3x+1

Q: a2z If z = In(x² + y²), find a²z + dx2 ду?

A: Given, z=lnx2+y2

Q: 5. x + y 10x + 8y + 16 = 0 %3D -

A: Consider the following equation of curve:…

Q: Q6 Frud +++

A: We have to find derivative

Q: 81x? – y? 3Vi+ vỹ

A: 81x2-y23x+y

Q: Consider the following. A. y= 13- x|

A:

Q: 1 + ce2r 6. +x=2y dr 2 ||

A:

Q: Q. / 3sec3xtan3xdx sec3x +c -sec3x +c O None O tan3x +oс

A: