Solve 2 Log7 5 Log7 X Log7 100
Solve 2 log7 5 + log7 x = log7 100? 3
A) x = 4
B) x = 10
C) x = 75
D) x = 90
And
Solve 4 log12 2 + log12 x = log12 96.
A) x = 88
B) x = 80
C) x = 12
D) x = 6
Please help me !!!!!!!!! /
Log (7) 25 + Log (7) x = Log (7) 100
Log (7) 25x = Log (7) 100
25 times = 100
x = 4
2.) log (12) 16 + log (12) x = log (12) 96
Tree stem (12) 16x = Tree stem (12) 96x
16 times = 96
x = 6
The first is A, x = 4. 2 log 7 5 log 7 is 25 The sum of the logs is the log of uct and 25 * 4 = 100, then x = 4.
The second D is: 4 log 12 2 2 4 or 16 log 12. And the set of logs is log uct, so x should be 6.
2logà  (5) + logÃ,  (x) = logÃ,  (100)
Hosted (5²) + Hosted (x) = Hosted (100)
Hosted (5²x) = Hosted (100)
5, ²x = 100
x = 4
