In a ten-bit digital system (a) What are the decimal equivalent of the largest binary unsigned...

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In a ten-bit digital system (a) What are the decimal equivalent of the largest binary unsigned integer that can be represented with those 10 bits (b) If all signed numbers are represented in two's complement form, what is the largest (most positive) quantity that may be represented with those 10 bits? What is the smallest (most negative) quantity that may be represented? Express your answers in both binary (two's complement) and decimal form (c) Repeat answering of (a) and (b) when the system is 16 bit. In a ten-bit digital system (a) What are the decimal equivalent of the largest binary unsigned integer that can be represented with those 10 bits (b) If all signed numbers are represented in two's complement form, what is the largest (most positive) quantity that may be represented with those 10 bits? What is the smallest (most negative) quantity that may be represented? Express your answers in both binary (two's complement) and decimal form (c) Repeat answering of (a) and (b) when the system is 16 bit.