Assume on a big-endian machine, a 32-bit single-precision floating-point number is stored in the addresses 0x0200-0x0203...

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Assume on a big-endian machine, a 32-bit single-precision floating-point number is stored in the addresses 0x0200-0x0203 is as follows: < Byte in the Address < Z Address < 0x0200 < Ox0201 0x0202 0x02034 0xC1 < 0x94 0x02 < Ox3F < Convert the above floating-point number to a decimal number. < For the converted decimal number, leave only 3 digits after the decimal point and discard all the rest digits; DO NOT write the result in the exponential form of the power of 2 or 10. < Show your steps. Only giving the final result will NOT get a full mark of this question. Assume on a big-endian machine, a 32-bit single-precision floating-point number is stored in the addresses 0x0200-0x0203 is as follows: < Byte in the Address < Z Address < 0x0200 < Ox0201 0x0202 0x02034 0xC1 < 0x94 0x02 < Ox3F < Convert the above floating-point number to a decimal number. < For the converted decimal number, leave only 3 digits after the decimal point and discard all the rest digits; DO NOT write the result in the exponential form of the power of 2 or 10. < Show your steps. Only giving the final result will NOT get a full mark of this question.