Question

5log5 with an exponent of 10 how do you enter this on the TI-84 Plus?

Answer 1

i knw about mine.

Answer 2

just as it is written. that's the beauty of the Ti-83, you can enter without using multiplication signs alot of the time.

Answer 3

does that apply to the TI-48?

Answer 4

make sure you close off the parenthesis behind the log 5 before you hit the ^ key.

Answer 5

84 I meant

Answer 6

Yes, the ti-83 and ti-84 are very similar in how they operate.

Answer 7

i tried and I cannot get the right answer

Answer 8

OK, try this,
Hit 5, then the log button, then 5 again, then ) then ^ then 10

Answer 9

.1391731292 , but the answer is 10

Answer 10

Alright, it's the way you asked your question. Is the question [5 log(5)]^10 ? That is different to 5 log(5)^10. Using PEMDAS or order of operations means that the exponent gets done first. You say the answer is 10?

Answer 11

umm, there is a 5 then log and then a little 5 at the bottom and then the exponent of 10. and 10 is the answer.

Answer 12

Oh, crikey, now I see.............. LOL. does it look like \[5\log _{5}10\]

Answer 13

yes!

Answer 14

That was funny:)

Answer 15

Alright, that's a different story. Now I need to crank out some log rules. OK. Lemme think. Your calculator doesn't have base 5. it has base 10 and base "e". Now to get around this you need to convert the log base5 of 10 to something your calc can do.

Answer 16

Sorry brain fart...........

Answer 17

your humor makes this more fun. The number that it could use would be....:)?

Answer 18

I'm trying to find a good link for the rules for you. Give me a few ticks............(not the bloodsucking types please)

Answer 19

Ha ha ha! U got it:)

Answer 20

is it is the same concept as b\[\log ^{bx} \]=x?

Answer 21

Just a quick search turned up this page: I'm sure there other tons of others out there that are just as great if not better.
http://www.themathpage.com/aprecalc/logarithms.htm

The idea is that if you have a \[5\log _{5}\] somewhere in your expression, it cancels itself out to a "1". So all you're left with is the 10 which is the answer.

Answer 22

Same if you have a \[3\log _{3}14\] your answer is 14.

Answer 23

Wow! u r smart! I will look at that:) can u help with this one? \[\log_{b}^{2xy} \]

Answer 24

2xy may not be an exponent

Answer 25

Like \[\log _{b}2xy\] ? Do they want you to expand it?

Answer 26

Oh, we found a rule that applies to it! Maybe we can not bother you and do it from the book. Thank you so much for your help!! I hope you are blessed for it.

Answer 27

Oh, no worries, really no bother!!

Answer 28

Thank you so much! GOD bless<><