if Log10^a=4 what is a
recall that log and ^ are inverse operations:
10^(log x) = x
log(10^x) = x
so, now you can do
10^(log_10(a)) = 10^4
a = 10^4
To find the value of "a" when log10^a is equal to 4, you need to understand the properties of logarithms. The equation log10^a = 4 can be rewritten using the definition of logarithms:
10^4 = a
To solve this equation, you need to calculate 10 raised to the power of 4. The result is:
10^4 = 10 * 10 * 10 * 10 = 10,000
Therefore, "a" is equal to 10,000.
Log10^a = 4.
10^a = 4,
a = 4.