Simplify and write in the form a +bi 3+i -5-21

Q: Express in terms of i. - 121 V- 121 = (Simplify your answer. Type your answer in the form a + bi.)

A:

Q: Simplify. Write answer in the form a + bi . (2/5 – 5) (2/5+ 5) II

A:

Q: Write the expression in the form a + bi , wherea and b are real numbers.

A: Given expression is 5--1211+-25

Q: Solve for all values of æ in simplest form. 8 – |6 – 4æ| = 7

A: Given, 8-6-4x=7

Q: Rewrite the equation in AX + By=C form. Use integers for A, B, and C. y-3= 5(x-5)

A:

Q: -V81+ v-49 + v25 + v-1

A: We know that i2=-1

Q: Perform the indicated operation: (-2-2i) / (6-6i)

A:

Q: (-4+ i) – (9 + 2i

A: Given : -4+i-9+2i

Q: 2+i/3-i Write in a+bi form please

A: We have to find a+ib form of the

Q: Write the expression in the standard form a +bi. (4 + 3 i )- (5 – 2 i ) (4 +3 i)- (5 -2 i ) =…

A: The standard form of complex number is a+bi.

Q: Perform the indicated operation and write your answers in standard form (4-5i)(12+11i)

A:

Q: Determine the values of the variable for which the expression is defined as a real number.

A: Consider the expression, 1x2-5x-141/2. using the exponent property, an=a1/n, the given expression…

Q: Find all solutions to each 11) -4 =-5+ csc 0

A: Given,          -4=-5+cscθ

Q: Simplify the expression to a + bi form: - V64 + v-36 – VĀ – V-1

A:

Q: Express the number in the form a/b , wherea and b are integers.

A: -24+3-1

Q: V16 – V-36 v25 +v-16

A:

Q: Simplify the expression

A: The given expression is, 4+2u-3uu+5 To simplify the given expression, first we take the lowest…

Q: Express in terms of i. V- 80 -80 (Simplify your answer. Type your answer in the form a + bi.)

A: √(-80)=4√(5)i

Q: Determine A and B in terms of a and b. ax + b 2-4 4. x+2

A:

Q: Perform the indicated operations. Write the answer in standard form, a+bi. (5+/=6)(-3+/=6) i

A: solution ; step 1 write in standard form a + bi (5 +-6)  (-3+-6) now (5 +-6) (-3 +-6) (5 + -1 6)…

Q: Simplify the expression to a + bi form: 49 – V-162 + v64 – V-72

A: To write the given expression in the form of a+bi.

Q: perform the indicated operations and express the answers in simplified form. (7m - 6n)2

A: Perform the indicated operations and express the answers in simplified form. (7m - 6n)2

Q: Solve the following: 3 | -9 x - 7 | - 2 = 13

A: Simplify the given equation as follows.

Q: EV -2 2. 3.

A:

Q: add or subtract as indicated. (-2 - 3i ) - (-4 - 14i )

A: Our Aim is to simplify the expression given below:-(-2-3i)-(-4-14i) -(i)

Q: Simplify the expression. Assume that all variables are positive when they appear. 4√162x9y12

A: The given expression is, 4162x9y12 Using the transformation from radical to exponent, ab=a1b

Q: Simplify and write as a + bi 4. a) V-50 b) (1 + 2i)(-6- i)

A: (a) Simplify and write the given expression as a+ib as follows.

Q: Subtract. (3 + i)- (6 - 14 i) (3 + i)- (6 - 14 i) =| (Type your answer in the form a + bi.)

A:

Q: Rewrite the equation in Ax +By= C form. Use integers for A, B, and C. 1 y=x+2

A: From the given problem: y=15x+2....1

Q: need for reference

A:

Q: Write the expression in the standard form a +bi. 3 — і 5+ i 3 - i ||| (Simplify your answer. Type…

A: Rationalization.

Q: How would i go about answering this? provide and answer and explain

A: Consider the given triangle: The objective is to find the anlge x.

Q: Rewrite 4x3 + 5x? + 6 a +1 in the form r(x) q(x) + x +1 4x + 52? + 6 + x +1 I +1

A:

Q: Perform the indicated operations and express your answer in the form a + bi. √- 4

A: a+ib is known as complex number. Complex number is mixture of real andimaginary number as in a+ib a…

Q: 10. Write 8--49 in the form a+bi .

A: The given expression is 8--49.

Q: Simplify: 3)--9 3-31 6i 3+3j

A:

Q: Solve and determine whether the equation 7x + 9 = 9(x + 1) – 2x is an identity, a conditional…

A: Equating both the sides of the equation and solving them will help us in identifying the type of…

Q: Write the expression in the form a + bi , wherea and b are real numbers.

A: Write the expression in the form a + bi , wherea and b are real numbers.

Q: Express in the form a + ib where a and b are real numbers. V1 - 2i

A: We will find out the required value.

Q: Simplify the expression to a + bi form: V144 – V-72 – V64 – V–72

A:

Q: an algebraic ex, the product of 18 and q

A: Question number 4,Given,            The product of 18 and q.

Q: Simplify the expression to a + bi form: V144 – V-50 – V49 – V-98 |

A:

Q: b) Im 1-7i 2+5i,

A:

Q: Evaluate the radical expression, and express the result in the form a + bi.

A: The value of the imaginary number i is equal to -1 and i2=-1. Substitute i for -1 in the radical…

Q: Simplify by expressing in the form a + bi i) 5+24 ii) (2+ V-3)(3+ -3) 3 iv) Jo -V-12

A: "Since you have asked multiple questions, we will solve the first question (number 5) for you. If…

Q: rewrite the equation in Ax + By =C form use integers for A, B, and C y + 5 = 5(x+3)

A: Given y+5 = 5(x+3)

Q: Express the number in the form a/b , wherea and b are integers.

A: Consider: 20+022+0 Express in the form ab here a,b∈Z. Solve by applying BODMAS that is Bracket Order…

Q: 4. Simplify. Write each expression in the form a + bi: a. (5 – 21) + (-3 +7i) b. (5 – 2i) – (-3 +…

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Q: Solve the following: (-9-11)/(-4) -72+ (11 x 22)

A:

Q: state the answer in terms of i: (2+4)√-16+9(1+2)

A: Given 2+4-16 +91+2

Percentage

A percentage is a number indicated as a fraction of 100. It is a dimensionless number often expressed using the symbol %.

Algebraic Expressions

In mathematics, an algebraic expression consists of constant(s), variable(s), and mathematical operators. It is made up of terms.

Numbers

Numbers are some measures used for counting. They can be compared one with another to know its position in the number line and determine which one is greater or lesser than the other.

Subtraction

Before we begin to understand the subtraction of algebraic expressions, we need to list out a few things that form the basis of algebra.

Addition

Before we begin to understand the addition of algebraic expressions, we need to list out a few things that form the basis of algebra.