can someone help me with simplifying radicals? I don't understand it from my book and need help with these questions. It would help if someone explained. √14q x 2√4q
√63x^15y^9/7xy^11 can someone help me do this cause i kinda get this one but my answers don't add up right.
\[\sqrt{14} * 2\sqrt{4}\] in order to simplify this, you need to see how you can simplify sqrt 14 and sq rt 4 to the maximum
2√56q i think thats what you want right?
yes :)
Are you confused on simplifying radical 56?
yes !
okay, so you have have to break the 56 into simpler multipliers so that you can factor them out, can you name some multipliers of 56?
14 and 4
okay, so by rewriting 56 as 14*4, we get \[2\sqrt{14*4q}\] we can further simplify this as \[2\sqrt{7*2*2*2}\]
Now for every pair of 2 OFTHE SAME numbers, you can pull one out and multiply it to the 2 outside the radical :)
So 4√14 ?
Mmhmm :)
what about the q
oh, and variables such as q work the same way.So because we don't have a pair of q's, the q will stay inside the radical! :)
and WAH LA!~ you have your answer ^_^
wait so 4q√14 ? or other way?
never mind i got it
oh okay
And @jim_thompson5910 can helpyou with the second question you posted :)
still need help? your question looks answered, but I'm not sure
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