nilai dari log2 + log25 + log8 - log4
Matematika
alfin352
Pertanyaan
nilai dari log2 + log25 + log8 - log4
1 Jawaban
-
1. Jawaban diansbr
log2 + log25 + log8 - log4
= log2(25) + log8/4
= log50 + log2
= log50(2)
= log100
= log10^2
= 2 log10
= 2