To find the value of log86, we can use the change of base formula for logarithms:
log86 = log86 / log2
= log2^3 / log2
= 3log2 / log2
= 3
Therefore, log86 ≈ 3.2670.
So the correct response is:
log86≈3.2670
logarithm 86 approximately equals 3.2670
Which of the following is the value of log86
, if log2≈0.3010
and log43≈1.6335
?(1 point)
Responses
log86≈1.9345
logarithm 86 approximately equals 1.9345
log86≈0.4917
logarithm 86 approximately equals 0.4917
log86≈3.2670
logarithm 86 approximately equals 3.2670
log86≈1.3325
logarithm 86 approximately equals 1.3325
1 answer