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Simplifying Radical Notes Radical: "root" ; opposite of applying exponents 10²=100 √100=10 Radicand Simplest radical form: the radicand has no more square factors. Identify pairs of factors Example: √18 = 3√2 9^2 √25= 5√3 253 55 ✓ (sign (symbol) 50 = 5√2 48 = 4√3 √80 = 4√5 20¹4 2√3 84 222 √25 = 5 5.5 √28=2√7 √45 = 3√√5 59 (33 √150 (5√6 315 52 ☆: if a radical ha s Goefficient, MULTIPLY it by the Values you take out. Example: 2√√√32 = 8√2 =-10√6 22
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Stefan S, iOS User
SuSSan, iOS User
In this note sheet you have instructions on how to simplify radicals with examples.
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This presentation features notes on Simplifying Radicals and is mainly made for Algebra I students.
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unit 1 algebra 1
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how to simplify radicals
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Simplifying Radical Notes Radical: "root" ; opposite of applying exponents 10²=100 √100=10 Radicand Simplest radical form: the radicand has no more square factors. Identify pairs of factors Example: √18 = 3√2 9^2 √25= 5√3 253 55 ✓ (sign (symbol) 50 = 5√2 48 = 4√3 √80 = 4√5 20¹4 2√3 84 222 √25 = 5 5.5 √28=2√7 √45 = 3√√5 59 (33 √150 (5√6 315 52 ☆: if a radical ha s Goefficient, MULTIPLY it by the Values you take out. Example: 2√√√32 = 8√2 =-10√6 22
Simplifying Radical Notes Radical: "root" ; opposite of applying exponents 10²=100 √100=10 Radicand Simplest radical form: the radicand has no more square factors. Identify pairs of factors Example: √18 = 3√2 9^2 √25= 5√3 253 55 ✓ (sign (symbol) 50 = 5√2 48 = 4√3 √80 = 4√5 20¹4 2√3 84 222 √25 = 5 5.5 √28=2√7 √45 = 3√√5 59 (33 √150 (5√6 315 52 ☆: if a radical ha s Goefficient, MULTIPLY it by the Values you take out. Example: 2√√√32 = 8√2 =-10√6 22
iOS User
Stefan S, iOS User
SuSSan, iOS User