Question: A hypothetical computer stores numbers using floating-point representation with 6 binary bits. The first bit holds the sign of the number, the next bit holds
A hypothetical computer stores numbers using floating-point representation with 6 binary bits. The first bit holds the sign of the number, the next bit holds the sign of the exponent, one bit is used to store the magnitude of the exponent, and the final three bits hold the mantissa. What is the base-10 equivalent of the stored number 101101?
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