3 tan 4 3 - 3 tan(0) 1 + tan(0) %3D - 3 tan(0) 3 tan - 0) = tan(A)

Q: y = 7 cos5(5x – 8)

A:

Q: X- 1 Find the anti-derivative of /1-x² 1- x2 – Arcsin x + C V1- x² - Arcsin x + C 2 2/1- x2 - Arcsin…

A: Here we have to find the antiderivative of x-11-x2 ⇒I=∫x-11-x2dx

Q: 1+ sin(x) cos(x) 1+ sin(x) = 2sec(x) cos(x)

A: on solving this

Q: diffelentiate y= In(登) 2X 3.

A:

Q: 2 tanh(x) 2) tanh(2x) (H.W) 1+ tanh (x) 2

A:

Q: 4 f sin(5 – 6x) sin (6x – 4)dx -

A: Here limit are not given so we integrate only without using of limit.

Q: Use the fact that dim(R(A)) = dim(C(A)) to explain why rank(A) = rank(A").

A: Here we can use the fact that  rankA=dimRA to prove the identity.

Q: sin x 4-5 sinx+sin2x dx

A:

Q: u(s) = (tan(s))'n(94)

A:

Q: show your complete solution Find the first, second and third derivative of y = 5 cos(x) + (x + 5)-2…

A:

Q: sin(cos x) limx-n/2

A:

Q: sin(3θ) =3sin(θ)−4 sin^3(0)

A:

Q: 3D+1 {X²exZ (sin3 4-(b+1)

A:

Q: العنوان оне x dx CS CCX) + Cot(x²) 4th - 6²+8t-2 - (t²-1) (t+2) Ln (x²= x²³) dx dt CIC

A: Ans1:Ans2 page 1:Ans2 page 2:Ans 2 page 3: Ans 3 page 1:Ans 3 page 2:

Q: 4x+sin x lim x→02x - sin 3x

A: We have to solve given problem:

Q: (A) (6)-1 (c) のI

A: Any number between - 1 to 1 multiply with zero is zero so limit is zero.

Q: S(sec; - sin) do

A: We know that integration power rule is  Integration of (xn) = xn+1/n+1.   Here i attached the…