Write the equation y = log x in exponential form.
Yes
To write the equation y = log x in exponential form, you need to understand the relationship between logarithms and exponents.
In logarithmic form, the equation y = log x represents that y is the logarithm of x to the base 10. This means that y tells us what exponent we need to raise the base 10 to in order to get x.
To convert this equation to exponential form, you can raise the base 10 to the power of y and set it equal to x. The exponential form of y = log x is then:
10^y = x
So, the exponential form of the equation y = log x is 10^y = x.
Alright, thanks. (:
assuming the log is base ten
10^y = 10^log x = x
otherwise for any base b
b^y = b^logb(x) = x