SOLUTION: log [subscript 19] (10-2a) = log [subscript 19} (-3a-6) I got -5 is not equal to 2, no solution

Question 1082046: log [subscript 19] (10-2a) = log [subscript 19} (-3a-6)
I got -5 is not equal to 2, no solution
Found 2 solutions by ikleyn, josgarithmetic:
Answer by ikleyn(52803) (Show Source): You can put this solution on YOUR website!
.
log [subscript 19] (10-2a) = log [subscript 19} (-3a-6)
I got -5 is not equal to 2, no solution
~~~~~~~~~~~~~~~~~~~~~~~

= ====> 10-2a = -3a - 6. Solve this VERY SIMPLE linear equation and obtain the answer a = -16.

Answer by josgarithmetic(39620) (Show Source): You can put this solution on YOUR website!

Same base; the inputs to the logs on both sides are equal.

Are the logs of the original expressions those of positive number inputs, or non-negative inputs?

-

-
Solution works.
RELATED QUESTIONS
solve the logarithmic equation: log [subscript 2] 9-5n-1)=log [subscript 2] 20 I got... (answered by solver91311)
solve the logarithmic equation: log[subscript 16] (3-5n)= log [subscript 16] (2n+7) I... (answered by ikleyn)
log(subscript 4) 2a=2, what is the value of log(subscript a) 2(cube)? (answered by ewatrrr)
log subscript 2 times 24 - log subscript 2 times 3 = log subscript 5 times x 24/3 = 6 (answered by stanbon)
1/log (subscript 2) 6 + 1/log (subscript 3)... (answered by user_dude2008)
log (subscript 2) (x^2+8) = log (subscript 2)x +log (subscript... (answered by chiefman)
Solve: log(subscript 6)x + log(subscript 6)(x-5) = 2 (answered by edjones)
solve: log subscript 4(10-x)=2-log subscript 4(-x-5).... (answered by rapaljer)
solve the log equation log [subscript 7] -3x+ log [subscript 7] 4=2 I got... (answered by ikleyn)