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Published byJennifer Suzan Freeman Modified over 6 years ago
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Math 71B 7.5 β Multiplying with More Than One Term and Rationalizing Denominators
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Multiplying Radical Expressions with More Than One Term
Ex 1. Multiply: 3 π₯ 3 π₯ 2 β 3 7 = ( )(2 5 β4 2 )= ( )( 6 β 5 )= π₯π¦ β π π₯π¦ + π =
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Rationalizing Denominators Containing One Term
Ex 2. Rationalize the denominator (that is, make the bottom of the fraction a rational #): 3 7 = = 2π₯ 7π¦ = 3 π₯ 3 9π¦ = 6π₯ 5 8 π₯ 2 π¦ 4 =
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Ex 3. Rationalize the denominator: 18 2 3 +3 = 2+ 5 6 β 3 =
Rationalizing Denominators Containing Two Terms Ex 3. Rationalize the denominator: = β 3 =
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