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TSI Math: Simplifying a Radical Fraction 44 Views
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Description:
What is another way to write ?
- Intermediate Algebra and Functions / Expressions, Equations, and Functions Involving Powers, Roots, and Radicals
- Test Prep / TSI
- TSI / TSI Math
- TSI / TSI Mathematics
- Intermediate Algebra and Functions / Expressions, Equations, and Functions Involving Powers, Roots, and Radicals
- TSI Mathematics / Intermediate Algebra and Functions
- Test Prep / TSI
- TSI Math / Intermediate Algebra and Functions
Transcript
- 00:02
Okay sy match member of kind of moving on to
- 00:04
a new section here This is going to focus on
- 00:06
expressions equations and functions involving powers roots and radicals What
- 00:11
is another way to write the square root of one
- 00:13
over seven to the third power We start with distributing
Full Transcript
- 00:21
the radical this thing to the numerator and denominator of
- 00:25
the fraction As a matter of preference we like taking
- 00:28
the square root of two separate numbers instead of the
- 00:31
square root of the whole fraction It is less confusing
- 00:34
and it's basically our divide and conquer plan So that
- 00:37
gives us the square root of one which is just
- 00:40
one over the square root of seven to the third
- 00:45
power So let's rewrite this Then we've got one over
- 00:49
the square root of seven squared times seven which is
- 00:52
the same as one over the square root of seven
- 00:55
squared times the square root of seven to the first
- 00:57
power there And then that's the same as one over
- 01:01
seven times the square root of seven See we got
- 01:04
a square root of seven squared which is just seven
- 01:06
Yeah well none of the answer choices have a radical
- 01:08
in the denominator So the next step is to remove
- 01:11
that's where we just seven thing from the denominator So
- 01:13
we gotta multiply one over seven times Go to seven
- 01:16
buys grow to seven over sport of seven to cancel
- 01:18
the radical So that's what It looks like And then
- 01:21
that gets us grow to seven over seven times seven
- 01:23
or square root of seven over forty nine That given
- 01:27
expression could also be written as where Seven over forty 00:01:30.332 --> [endTime] nine So it's answered a right here Radical
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