2. Simplify each expression. Write your answer without negative exponents. a.   sqrt200-sqrt32 b.   (3a^3b^3)(4ab^2)^2 c.    ((3x^(3/2)y^3)/(x^2 *y^-1/2)^(-1/2)

Q: Use the quotient rule to simplify the expressions.Assume that x > 0. √500x3/√10x-1

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Q: State nature of root of 2x2-4x+3=0

A:

Q: Integrate the square root of (1+3cox)/2

A: We have to integrate the expression 1+cosx2.

Q: Solve for x. (3x) 45°

A: “Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: Express (-2/3+ j2) in rectangular form.

A: Hello , thanks for your question but according to our policy I am doing the very first question.…

Q: x= +- square root of 327.4 over 2

A:

Q: Rationalize the denominator. -13/squarroot x

A: Given expression is -13x.

Q: . Solve √2x-5 = 5 2x-5 are under the square root

A:

Q: Integrate 2dx/sqrt of 7-2x^2

A: To integrate  2dx/sqrt of 7-2x^2

Q: Solve for x. 8x = 9x − 1

A: Given  8x=9x-1

Q: Solve for x. 6 =664 %3D

A: Here we find value of x

Q: Formulate a real-life problem that apply concept of exponents and radicals

A: there are certain examples for exponents and radical.

Q: how do i mulitply 2 - square root of 2 by 2 - square root of 2?

A:

Q: describe transformations of the grapf y= square root x into y=-2 square root of x + 3, -5 (-5…

A: We need to describe the transformation from y=sqrt(x) to y = -2sqrt(x+3)-5.

Q: Solve for xx: 4x=23

A: use the basic operation of multiplication.

Q: Solve for x: 4 = 26 %3D

A:

Q: Solve for standard form  X^2+ 4x+3

A: Given query is to find the standard form quadratic equation.

Q: 3x 9*-4x 27°

A:

Q: sqrtx^2-5x+36=x+1

A: First of all, consider the given equation.

Q: Rationalize the numerator of the equation: Square root of "x" minus 6, divided by x minus 36

A: We need to rationalize the numerator of the expression

Q: write quadratic formula.

A: We have to write quadratic formula.

Q: Simplify by reducing the index of the radical.

A: To simplify: x46 We know that, xan=xa1n=xa×1n=xan Therefore, simplifying the given expression:…

Q: Solve for x: 5−3x<14

A: Gather all terms on one side,    Simplify the terms

Q: \sqrt{8 x^{5} z^{8}}

A: Here is the solution

Q: I can't figure out how to get the correct GCF for the exponent here. Can you please help me solve…

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Q: Solve for x: 2^x =19

A: Given:2x=19x=?

Q: Rationalize the denominator and simplify:   Square root of 10 / ( [ square root of 5] - 2)

A:

Q: 3x 3x°

A: Given triangle is

Q: Solve for x. 5x° (6x+30)° 45°

A: The inner measures, ∠A=5x°, ∠B=45° and the outer measure of ∠C=(6x+30)°

Q: Solve for æ algebraically.

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Q: \sqrt(5x-3) + \sqrt(x) - 4=2

A:

Q: Solve for X 120° 5x-6 6x 4x+14

A: Given: To find: x

Q: evaluate the square root expressions using i -36                                           -

A: We factor -36

Q: 3 X 15

A: We have a property when two chords intersect each other.

Q: x-9=sqrt 5x-9

A:

Q: Express (-2/3 + j2) in rectangular form.

A: Given:   Complex number is given           z= -23 + j 2-6

Q: rationalize the denominator of 3/(2+square root 3)

A: We need to rationalize the given expression

Q: Solve for x: (17-x)/sqrt(10)=(x-7)/sqrt(40)

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Q: Rationalize the denominator.

A: Rationalize  1x+1

Q: - Use exponent rules your friend would already know to calculate

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Q: Is sqrt of b^4 - sqrt of y^3 the same as sqrt of (b^4 - y^3)?

A:

Q: how do i simply..... (\sqrt (2/37)/2)

A: We have (\sqrt (2/37)/2) . Step 1:On  applying radical rule .

Q: 5)1

A: We are given with quadrilateral inside the circle and need to find the value of x

Q: Solve 36 y squared minus 729 equals zero using the zero product property

A: First we write both terms as squares. 36y^2= (6y)^2 and 729=(27)^2

Q: write square root of -1 over 21 in terms of i

A: It is given that square root of -1 over 21

Q: 10. %3D

A: Given:  To Find: To solve for x.

Q: Solve for x in calculation ready form 9x=8

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Q: Express in simplest radical form. (16x3)3/4

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Q: Solve for the unknown variable sqrt |x|2 = x

A:

Polynomials

Try substituting 1. You will get 6 and not 0. Try other real values also. What About -2? Let us check.