Simplify. Write the answer in exponential form without negative exponents.
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Question

Quizplus · Accepted Answer

There are too many characters to easily determine the answer, but we can see that the answer is in the form of some hexadecimal number followed by "_TB8475_11". The "_TB8475_11" part tells us that the answer is in base 11, with the digits TB8475 representing 10, 11, 8, 4, 7, and 5, respectively. We don't need to know what the hexadecimal number is, since we are only interested in simplifying it. We want to write the answer in exponential form without negative exponents. This means we want to write it in the form $a^b$, where a is some number (not equal to 1), and b is an integer. Since the answer is in base 11, we can rewrite it using powers of 11: $11^{13}_{{m (base)}\ 11} = 11^{1\cdot11^2+3\cdot11^1+0\cdot11^0}_{{m (base)}\ 10}$. Therefore, the answer is $\boxed{	extbf{(B) }11ebb63d_1bf4_7dac_b851_33d62a069e85_TB8475_11^{13}}$.

Simplify Write the Answer in Exponential Form Without Negative Exponents