Simplify the expression, please help!!!
What expression?
\[\sqrt{3/4}\ \sqrt{5/2}\]
times
Remember that if you have two radicals multiplied together, you can just combine them into one. So \[\sqrt{x} \times \sqrt {y} = \sqrt{x \times y}\]
Now what can you do to the expression?
\[\sqrt{3/4\times5/2}\]
Good! Now you know how to multiply fractions. Go ahead and see what you get.
1/7/8
What's with the double division signs?
\[1\frac{ 7 }{ 8 }\]
i got you man. its either:\[\frac{ \sqrt{\frac{ 15 }{ 2 }} }{ 2 }\] or \[1.36931\]
Don't forget the radical signs--they haven't disappeared!
@hogie
sqrt(3a^2/10b^6)
This sucks!
Where did the variables come from? Are you still on the same question?
the variable is in the question
What question? A new question? I thought the question was to simplify \[\sqrt{3/4}\times \sqrt{5/2}\] .
The new question is sqrt(3a^2/10b^6) haha my bad!
Okay.
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