Question: COMPUTER SCIENCE- NUMERICAL METHODS Determine the single precision 32-bit representation of the following decimal numbers: 42.424242 So I figured out the sign and exponent, but

COMPUTER SCIENCE- NUMERICAL METHODS

Determine the single precision 32-bit representation of the following decimal numbers: 42.424242

So I figured out the sign and exponent, but I can't figure out how to find the mantissa, would someone be able to? I'm not sure if I'm doing it correctly, if so, can someone finish it?

Also, final answer is: 0 10000100 01010011011001001101100; I just need to show work. Thank you.

COMPUTER SCIENCE- NUMERICAL METHODS Determine the single precision 32-bit representation of the

el 42.424242 exponent 5+127-132 713210 25 ) vrlo Je positive 12 0.424242020 -0.848484x2 to +6969687771 1,393936x2/1 E-L1Jaostoot bol

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