Final answer:
The fraction -(4)/(11) is converted to a decimal by dividing -4 by 11, resulting in the repeating decimal -0.3636.
Step-by-step explanation:
To convert the fraction -(4)/(11) into a decimal, you need to divide the numerator by the denominator. When you divide -4 by 11 using long division or a calculator, you get approximately -0.3636. This is a repeating decimal, which can be denoted as -0.36 with a bar over the '36' to indicate that these two digits repeat indefinitely.
In terms of exponents and standard form, the division process involves subtracting exponents when dealing with the same base. For instance, when dividing terms like 10n by 10m, where n and m are exponents, the result will have an exponent of (n - m). However, in this question, such a step is not necessary because we are dealing with a simple fraction.