11.1 examples for simplifying (ex: 1 of 4) look for factors of 50 that are perfect square numbers....
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11.1 Examples for Simplifying (EX: 1 of 4)
50
225
2
Look for factors of 50 that are perfect square numbers.
Take the square root of 25. Write it outside the radical sign.
Check your results. Does your simplified expression match your original expression?
25
5
Leave 2 under the radical sign because you can’t simplify any further.
Next Example
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11.1 Examples for Simplifying (EX: 2 of 4)
124
314
312
Look for factors of 124 that are perfect square numbers.
Take the square root of 4. Write it outside the radical sign.
Check your results. Does your simplified expression match your original expression?
4
Leave 31 under the radical sign because you can’t simplify any further.
Next Example
![Page 3: 11.1 Examples for Simplifying (EX: 1 of 4) Look for factors of 50 that are perfect square numbers. Take the square root of 25. Write it outside the radical](https://reader037.vdocuments.us/reader037/viewer/2022110323/56649d925503460f94a78441/html5/thumbnails/3.jpg)
Taking the square root of exponents:click screen to proceed.• Even exponent – divide exponent
by 2, move x outside radical sign• Odd exponent – subtract 1, divide
even exponent by 2. leave x under radical
12
16
100
a
n
x
27
15
7
a
n
x
6
8
50
a
n
x
aaaa
nnnn
xxxx
1326
714
36
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11.1 Examples for Simplifying (EX:3 of 4) 74x
7x
xx64
32x
Variables – break apart
because it has a odd exponent
Take the square root of 4 and x6.
Check your results.
Leave x under the radical sign because you can’t simplify any further.x
Next Example
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11.1 Examples for Simplifying (EX: 4 of 4)
845a
859 a
43a
Variables – even exponent (leave alone)
Break apart 45
Take the square root of 9 and a8.
Check your results.
Leave 5 under the radical sign because you can’t simplify any further.5