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Rationalize the denominator. 3+232\frac { \sqrt { 3 } + \sqrt { 2 } } { \sqrt { 3 } - \sqrt { 2 } }


A) 526- 5 - 2 \sqrt { 6 }
B) 5+265 + 2 \sqrt { 6 }
C) 56+15 \sqrt { 6 } + 1
D) 5+26- 5 + 2 \sqrt { 6 }
E) 5265 - 2 \sqrt { 6 }

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Simplify the expression. i29i^{29}

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Simplify the expression. Assume that x is unrestricted and use absolute value symbols if necessary. 9x2\sqrt { 9 x ^ { 2 } }

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Solve: x+2=2x+7\sqrt { x } + 2 = \sqrt { 2 x + 7 }

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Square the quantity and simplify the result, if possible. (22r1)2( 2 \sqrt { 2 r } - 1 ) ^ { 2 }

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Multiply: 6468\sqrt [ 4 ] { 6 } \cdot \sqrt [ 8 ] { 6 }

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Perform the operation. Write the answer in the form a+bia + b i . (6+4)+(8+9)( 6 + \sqrt { - 4 } ) + ( 8 + \sqrt { - 9 } )

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Multiply. Write the answer in the form a+bia + b i . (53i)(3+5i)( 5 - 3 i ) ( 3 + 5 i )

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Square both sides of the equation. x+3+2=x1\sqrt { x + 3 } + 2 = \sqrt { x - 1 }


A) x+5=x1x + 5 = x - 1
B) x+7=x1x + 7 = x - 1
C) x+2x+3+7=x1x + 2 \sqrt { x + 3 } + 7 = x - 1
D) x+4x+3+7=x1x + 4 \sqrt { x + 3 } + 7 = x - 1

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The __________ of x+3\sqrt { x } + 3 is x3\sqrt { x } - 3 .

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Perform the operation. Write the answer in the form a+bia + b i . (3+4i)+(59i)( 3 + 4 i ) + ( 5 - 9 i )

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The lengths of two sides of the right triangle ABC are given. Find the length of the missing side. a=3 ft and b=4 ft The lengths of two sides of the right triangle ABC are given. Find the length of the missing side. a=3 ft and b=4 ft    c= __________ ft c= __________ ft

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Perform the indicated operation. Assume all variables represent positive numbers. (9x12) 12\left( 9 x ^ { - 12 } \right) ^ { - \frac { 1 } { 2 } }


A) 3x6- 3 x ^ { 6 }
B) x63\frac { x ^ { 6 } } { 3 }
C) 9x69 x ^ { 6 }
D) 13x6\frac { 1 } { 3 x ^ { 6 } }

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Multiply. 214\sqrt { - 2 } \sqrt { - 14 }

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Find the missing lengths in the triangle. Give the answer to two decimal places. Find the missing lengths in the triangle. Give the answer to two decimal places.   x= __________ y= __________ x= __________ y= __________

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Find f(4) f ( - 4 ) , given f(x) =x233f ( x ) = \sqrt [ 3 ] { x - 23 }


A) 3
B) -3
C) 2
D) not a real number

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Multiply and simplify, if possible. 8mn3(5mn)8 \sqrt { m n ^ { 3 } } ( 5 \sqrt { m n } )

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In the expression 27x63\sqrt [ 3 ] { 27 x ^ { 6 } } , the index is 3 and 27x627 x ^ { 6 } is the __________.


A) power
B) base
C) radicand
D) index
E) argument

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Perform the indicated operation. Simplify, if possible. 3x96x44486x543 x \sqrt [ 4 ] { 96 x } - 4 \sqrt [ 4 ] { 486 x ^ { 5 } }


A) 6x6x46 x \sqrt [ 4 ] { 6 x }
B) 6x6x4- 6 x \sqrt [ 4 ] { 6 x }
C) 12x6x412 x \sqrt [ 4 ] { 6 x }
D) 3x46x- 3 x ^ { 4 } \sqrt { 6 x }

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Simplify: 163216 ^ { \frac { 3 } { 2 } }


A) 164\frac { 1 } { 64 }
B) -64
C) not a real number
D) 64

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