Certainly! To express -256/625 in exponential form:
-256/625 = -2^8/5^4
Here, the numerator -256 can be written as (-2)^8 and the denominator 625 can be written as 5^4. Therefore, the exponential form of -256/625 is:
-256/625 = (-2)^8 / 5^4
Similarly, to express 32/3125 in exponential form:
32/3125 = 2^5 / 5^5
Here, the numerator 32 can be written as 2^5 and the denominator 3125 can be written as 5^5. Therefore, the exponential form of 32/3125 is:
32/3125 = 2^5 / 5^5
Remember, in exponential form, the numerator is expressed as the base raised to a certain power, while the denominator is expressed as another base raised to a certain power.