Find the principal value of the complex expression (3-j4) raised to the power of (1-j2).

Q: mplify this 3/ √

A: We have to Simplify :-  A=33x+1+3x+1

Q: Graph the equation y =x +3. 3*+3.

A:

Q: Express 2x-1/2x-5 in the form p+ q/2x-5

A: Given expression is 2x-12x-5

Q: x+3/3-2x-12/9=1

A: The given equation is x + 3/3 – 2x –12/9 = 1.Assuming the equation is of the form,

Q: Perform the indicated operation x2-4x-32/ x2+9x+20 /   x2-2x-48 / x2+3x-4 (first equatios divided…

A: after simplification of the above equation we get x2 +3x-4x2+11x+30 detailed solution is given below…

Q: Q3) An open-top box is to be made by cutting small congruent squares from the corners of a…

A: Let the side of the square that is cut be x inch. After cutting the squares from the corners and…

Q: (3х- 13x + 1) Bx - 1)(3x + 1) = (Simplify your answer.)

A: Our Aim is to multiply the expression given below:-(3x-1)(3x+1) -(i)

Q: Simplify 4-1(X2Y3)2/ X-2y5

A: We have to simplify the expression: 4-1X2Y32X-2Y5 We know the laws of exponents,…

Q: (4х + 1)(4х — 1) (4х — Зу)2 (Зh — 2g)3

A:

Q: simplify 6d + 3/3d / 2d + 1/4

A:

Q: Express −1+√−81 as a complex number −1+√−81

A:

Q: what is (2 -4x)=1

A:

Q: Simplify completely: (x7/2y1/2)3/2/x1/4y5/4

A:

Q: Express (-7 - 3i)-1 in standard form.

A: Given :-7-3i-1To express the term in standard form .

Q: (-5+i)(i-2) simplify

A: Simplify the given equation as,

Q: -21a b6 – 42a®b5 + 7a>b4 -7a+b5 2x3+ 7x2 + 10х + 8 х+2

A: The solution for the above question is as shown below.

Q: What is the complex expression of the square root of (15+j20)?

A: Explanation of the answer is as follows

Q: (3/2x2+4)+ (2/X2+2x) - (3/x) Simplify

A: To simplify

Q: Simplify (7x)(8y)(xy)

A: Given,          7x8yxy

Q: Simplify. Assume that all variables represent positive real numbers. (a) V49x20 y26 7x^10y^13 .--…

A:

Q: verify that 5A = 3A + 2A

A: Given that A=341127. Compute 3A+2A as follows.

Q: Q2) An object falling from a roof has after t seconds a height h measured in feet given by h = 100 –…

A:

Q: 10/-4-2i

A: We will rationalise the given complex number to find its standard form

Q: (10-3)(10+3)=

A: Given Expression. (10-3)(10+3)

Roots

The main dissimilarity between real and complex roots is that the real roots are obtained as real numbers, in contrast with the complex roots, which are indicated as imaginary numbers. The standard format for depicting any complex number is in the form of a + bi.