Questions LLC
Login
or
Sign Up
Ask a New Question
Mathematics
Logarithms
Evaluating logarithms
Evaluate log10−12
.(1 point)
log10−12=
1 answer
The value of log10−12 is undefined because it is not possible to take the logarithm of a negative number.
You can
ask a new question
or
answer this question
.
Related Questions
If log10(2x+1)-log10(3x-2)=1 find x.
Solve equation
2log10^x - 3log10^2 + log10^32 = 2
Simply 1 /2 log10 25-2 log10 3+ log10 18
Solve the equation to find the value of x : log10 (3x+2) – 2 log10 x = 1– log10 (5x – 3)
Which of the following uses the properties of logarithms to correctly evaluate log10^23 ?(1 point) Responses log1023=23
Use change of base to rewrite the expression, log5 16
When I solved this, I got log10 16 / log10 5 But when checking it on
Let log10 70=m and log10 20=p. Given that log10 14=Am+Bp+C, where A, B,and C are integers, compute the ordered triple (A, B, C).
The value of log16(0.0036) can be rounded to two decimal places. What is the approximate value? (Hint: log10(2)=0.301,
for what range of positive integers is log10 (x-40)+log(60-x)<2?plss I need an answer urgently
Write the equation in its equivalent exponential form.
log5 x = 2 I got 5x = 2 logb 256 = 4 i got b4 = 256 log10 sqrt of 10 i got
