a) 2 pts b) 3 pts Convert the following base 2 (binary) representations of numbers to...

 

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a) 2 pts b) 3 pts Convert the following base 2 (binary) representations of numbers to base 10 (decimal): i) (10110101.010111) --> "fixed" point binary (many bits to the left of the "point") ii) (1.001011) x 2(10110) --> "floating" point binary (like how MATLAB stores it) Convert the following decimal numbers to binary. Please do NOT write it in "floating-point binary" form like (a)(ii) above; just write it in the simpler "fixed" point form like (a)(i). i) ii) 470.125 12.85 (if this ends up repeating in base 2, just give answer to first 7 fractional "bits" to the right of the "point", i.e. something.bbbbbbb) a) 2 pts b) 3 pts Convert the following base 2 (binary) representations of numbers to base 10 (decimal): i) (10110101.010111) --> "fixed" point binary (many bits to the left of the "point") ii) (1.001011) x 2(10110) --> "floating" point binary (like how MATLAB stores it) Convert the following decimal numbers to binary. Please do NOT write it in "floating-point binary" form like (a)(ii) above; just write it in the simpler "fixed" point form like (a)(i). i) ii) 470.125 12.85 (if this ends up repeating in base 2, just give answer to first 7 fractional "bits" to the right of the "point", i.e. something.bbbbbbb)