Asked by Nina
Find the base three representation of 237.
PLEASE HELP.
I HAVE NO IDEA
3^4=81
so there must be 3 of those (3*81=162
237-162=75
3^3=27 so there must be two of those
2*27=54
75-54=21
3^2=9, so there are two of them
21-18=3, so one three
3^0=1, so none of those.
22210 base 3
2*3^4 + 2*3^3 + 2^3^2 + 1*3^1 +0*3^0
check this.
PLEASE HELP.
I HAVE NO IDEA
3^4=81
so there must be 3 of those (3*81=162
237-162=75
3^3=27 so there must be two of those
2*27=54
75-54=21
3^2=9, so there are two of them
21-18=3, so one three
3^0=1, so none of those.
22210 base 3
2*3^4 + 2*3^3 + 2^3^2 + 1*3^1 +0*3^0
check this.
Answers
Answered by
Like a BOSS!
ln(237) / ln(3) = 4.977
3^4.977 = 237
3^4.977 = 237
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