What is the simplified form of the expression the square root of the quantity 16 times c to the eighth power. - the square root of c squared. + 5 the square root of c squared. + the square root of the quantity 4 times c squared.? 8c4 + 8c 4c4 + 8c 8c4 + 6c 4c4 + 6c
Hey, I think I can help with this. Let me work through it and make sure I've got the right idea. :)
This is the expression btw if it helps
So sorry. Helping a few other people. I'm back.
Ok :)
That does help, thanks!
Do you have any answer choices?
8c4 + 8c 4c4 + 8c 8c4 + 6c 4c4 + 6
Hello, idiot...so sorry
ok i think i have an easier question you can help me with if you're willing
Def., I'll figure this one out, too, tho
Sorry, it's just I'm not an expert and this is something I learned a few months ago so I'm digging into the depths of my brain to remember
But I WILL get it, LOL
ok
if you figure out 1 of the two I will be so grateful because I have no idea what this stuff is tbh
Simplifying radicals. Sorry, had to finish up with the other person. K, let me take a look at this second one.
Are you in FLVS? :)
Found it in my notebook. Now I can teach you how to do it. Momentito.
I don't need help with the 2nd one anymore just the first please. The first one is my last question.
are you still there?
Yes! It is D. Let me walk you through it.
So sorry that took so long. You don't have to give me a medal. Alright, so here's how you do it: The first term is 16 sqrt c^8. 16 is a perfect square - when you take its square root, you get 4, right? So that gives you 4 sqrt c^8. How many times does c^2 go into c^8?
4. So that simplifies the first term (which was the most complicated) to 4c^4. The second term is simplified, and so is the third. The fourth term has a coefficient of 4 within the radical, and if you take its square root, you just write a 2 outside of sqrt c^2.
You deserve it thank you for taking your time to help me. Unfortunately i'm in rush to be somewhere so I have to go. But again, Thank you so much!
Now it's simple addition and subtraction. 4c^4 - sqrt c^2 + 5 sqrt c^2 + 2 sqrt c^2. You can make all the sqrt c^2 terms into just c. That's -1 + 5 + 2 = 6. 4c^4 + 6c. Good luck!
Btw it was right
Aw, thanks. Sorry it took so long. I'm just getting into helping other students on here.
Did you get the 2nd one right?
and yes i did get the 2nd one it was\[42k \sqrt{5k}\]
Awesome job! Let me know if you need any more help (any time).
Go ahead and close this question :)
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