The problem:
log(a) x=3/2 log(a) 9 + log(a) 2
Please tell me step by step how to do this? I missed a day of class and I don't have time to talk to the teacher...
Thanks!
log(a) x=3/2 log(a) 9 + log(a) 2
Please tell me step by step how to do this? I missed a day of class and I don't have time to talk to the teacher...
Thanks!
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So 'a' is the base of these logs?
log(a) x = 3/2 log(a) 9 + log(a) 2
log(a) x = log(a) 9^(3/2) + log(a) 2 ← Power Property
log(a) x = log(a) ²√9³ + log(a) 2
log(a) x = log(a) 27 + log(a) 2
log(a) x = log(a) 54 ← Product Property
x = 54
===============================
log(a) x = 3/2 log(a) 9 + log(a) 2
log(a) x = log(a) 9^(3/2) + log(a) 2 ← Power Property
log(a) x = log(a) ²√9³ + log(a) 2
log(a) x = log(a) 27 + log(a) 2
log(a) x = log(a) 54 ← Product Property
x = 54
===============================