(r, 0) = (-7, π) What is the sum of x and y?

Q: (6.47) (T4)-(r-3.6)

A:

Q: r(4) r (3.5) dx

A: Given term is:

Q: 2sin2t=4sint+6 [0,2pi)

A: Answer and explanation is given below..

Q: 2y-(4y+3)>6y+3(y+4)

A:

Q: 4 6 Find 5 a ) da + C

A: Here we have to find,  I=∫-x3-4x+6x5-5xdx

Q: 6. Convert your pair of complex numbers to polar form.

A:

Q: - ***** Giveu : mel- 5x+6y Frud: x aud y i 23 = 6x-44

A:

Q: 2(3q-9)=9-3q

A:

Q: cosh(2x + 9)dx

A: on doing integration with respect to x we will get

Q: - y" - 5y + 4y= 2et

A: y'' -5y' +4y=2etThe general solution to axy''+bxy'+cxy=gx can be written asy=yh+ypyh is the solution…

Q: (q/q-3) + 1 = (2/2q+1)

A: To solve for q, firstly, we take l.c.m on left hand side of equation.

Q: 2p2 – 7p = 14   p = (7 +  \/273)/4                             b.      p = (-2 +  \/14)/7   p =…

A: We have to simplify the expression 2p2-7p=14.

Q: Write an equation for a rational function with: Vertical asymptotes at x = -5 and x = 6 x-intercepts…

A: Solution: the objective is to write the equation for a rational function

Q: Evaluate 3r+(6s)/(7), when r=3 and s=2 (21)/(7)

A:

Q: 2. -8p(p -3 - 10p) 5. (6a - 3b)(-2a) 3. m'(m + 2n - 6) 6. -3x(2x - 3)

A: We multiply each follow 2nd step.

Q: 2- AU (BNC) =(AUB)N(AUC)

A: It is an important part of statistics. It is widely used.

Q: 4s+4 s2(s-2)

A:

Q: 64. (r - 3s + t)(r - s + t)

A:

Q: 3sin(2x−6)=1

A:

Q: y = x3 − 2x + 2,    (4, 58)

A:

Q: 2. (X +m)²

A: This is a improper integral. Here we use the limit to solve the integration.

Q: Find the difference between BC and CA where A (1, 2, 3), B (3, -1, 4) and C (-2, 3, -4).

A: Given A=(1,2,3) B=(3,-1,4) C=(-2,3,-4)

Q: Hw/ Findo(2+3i).(6-2 i),@ (3+j2). (4-j5) O 13+j4).(3-ju)

A: It is Complex number problem.

Q: 6 ³ / ( 2 / +72+4) dz x6 Find + C

A: We need to calculate the value of integral∫6x6+7x+4dx

Q: y = x² + x y = x + 5 2

A: y=x2+x y=x+5   a2-b2=(a-b)(a+b)