simlifie the radical expression 4√1296 the 4 is cubed its right above the √

Q: square root multiplication 2√27 x √12

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Q: y the rational expression. No need to state restrictions. pand and simplify the numerator, leave the…

A: Topic:- application of algebra

Q: Rationalise the numerator ปี 9x7 s 5 +1 + 6 x

A: To rationalize the numerator of the following rational expression. 9x7y53+16x

Q: x- 6 x+ 3 3) Multiply the rational expressions. 3x+9 x²– 36

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Q: K 1 X HIN 2 Simplify x (2x+5)+ 6x by factoring out x 1 1 7/2 11/13 1 √2+5+²0 (2x + 5) + 6x (Simplify…

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Q: Multiply using a special product formula. (5c-9d)(5c+9d) (5c-9d)(5c+9d) = (Simplify your answer.)

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Q: Rewrite with rational exponents. (V6mn ) = (Simplify your answer.) (V6mn )5

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Q: d 2-1 da 1 (3x-1)√x dn

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Q: The expression can be simplified to, √3x + √2 3x Which one of the following is the expression for Q…

A: The given expression Q3x+2 can be simpliefied to 2-6x3x-2

Q: Use the Product Property to multiply. √x+11-√x-11, x² 11

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Q: Simplify the expression. (It is not necessary to expand the denominator.) 3x + 4\2[(7x + 5)(3) -…

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Q: 3Vaz +2az (Simplify this into both radical form and exponential form.)

A: Here we will simply the given expression in radical and exponential form,

Q: Simplify the expression. (It is not necessary to expand the denominator.) (x2 + 1)2(-9) - 2(x2 +…

A: To simplify the expression: (x2+1)2(-9)-2(x2+1)(2x)(-9x)(x2+1)4

Q: Rationalize the denominator and simplify the expression.   -8/x+9square root5 I am unsure how to…

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Q: 63x-63 63 149

A: Given: ( 63x - 63)/63 + 1

Q: Find the LCD (least common 3 - x 10x (x - 1) denominator) of the rational expressions 7 15x²(1 − x)*…

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Q: Consider polynormials Pand Q. P- 26 - 1 Q- 8b + -6 Complete the expression in terms of Pand Q so the…

A: Given: The two polynomials are P=2b2-1Q=8b+b2-6 To find the expression in terms of P and Q so that…

Q: Combine the radical expressions, if possible. V5y – V5y

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Q: Simplify the complex expression using either Method 1 or Method 2. 5 x+6 5 X+6 - 10

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Q: Fill in the blanks. 7 Rationalize the denominator: 3 9a2 7: V3a 7 V 9a? 3 3 9a2 7V3a 3 73a II

A: We have to simplify

Q: 3x²y-8√z +5

A: We can find the exponent of variable z in the following steps

Q: Simplify -4 6-3√7 by rationalizing the denominator.

A: here we have to simplify the deniminator.

Q: Find 4(A-B) and simplify. 43 -9 1= B= 1 3√5 12 4(A-B) = -4 0 1 28 2/3

A: Given query is to find indicated matrix.

Q: Simplify the expression. (It is not necessary to expand the denominator.) (x2 + 1)2(-3) – 2(x2 +…

A: We have to solve the expression.

Q: Write the equation obtained after multiplying the equation 1 4 12 by the common x-2 X-8x + 12…

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Q: 5. Marc is asked to simplify the expression √3-√75. He says that since the radical you -------- ----…

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Power Operation

Power operation is topic of algebra in Math. It is use to represent repeated multiplication. Very big number and very small number can be easily express using power operation. Power operation is useful in many fields. In space engineering, it helps in representing the distance or size of particular heavenly body. In medical field, it is used to represent very small size. In medical field it helps to mention size of bacteria or virus. 

Exponents

The exponent or power or index of a variable/number is the number of times that variable/number is multiplied by itself.