Asked by jas20
Use Property 2 to simplify each of the following radical expressions.
sqrt (10)/ sqrt(49)
My answer: sqrt (10) / (7)
THis next one i need help:
Use the properties for radicals to simplify each of the following expressions. Assume that
all variables represent positive real numbers.
sqrt ((12x ^3)/(5))
THis is what i have so far but i'm not sure :
(sqrt (4x^2 X 3x) X sqrt(5))/(sqrt(5))
i don't know what to do next...
right on one.
Second:
sqrt( (4x^2 X 3x)/ sqrt(5))
i don't know what to do next...
bring the 4x^2 out..
2x sqrt (3x/5)
first thing I would do would be to rationalize the denominator
sqrt((12x^3)/5)
(sqrt (60x^3))/5
then I would simplify the top
(2x(sqrt(15x)))/5
sqrt (10)/ sqrt(49)
My answer: sqrt (10) / (7)
THis next one i need help:
Use the properties for radicals to simplify each of the following expressions. Assume that
all variables represent positive real numbers.
sqrt ((12x ^3)/(5))
THis is what i have so far but i'm not sure :
(sqrt (4x^2 X 3x) X sqrt(5))/(sqrt(5))
i don't know what to do next...
right on one.
Second:
sqrt( (4x^2 X 3x)/ sqrt(5))
i don't know what to do next...
bring the 4x^2 out..
2x sqrt (3x/5)
first thing I would do would be to rationalize the denominator
sqrt((12x^3)/5)
(sqrt (60x^3))/5
then I would simplify the top
(2x(sqrt(15x)))/5
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