Q$2.$ Consider the following Floating$-$points in decimal: $(40$ pints$)$

$a=125{10}^{-3},b=2\mathrm{.}2{10}^3,c=0\mathrm{.}000625{10}^2$

a$)$ Fill the following table by computing the required floating$-$point

operations.

b$)$ Fill the following table by converting the resulting floating$-$point into

binary:

c$)$ For the following floating$-$point instruction: add.s $f$1,$ $f$2,$ $f$3.$ Assume

that the values of $$f2,$$$f3$ are a and $b.$ What are the values $($in binary$)$ in

$f$2,$ $ $3$ and $f$1$ after executing this instruction?

d$)$ Consider a floating$-$point addition instruction add.d in MIPS assembly

language, specifically focusing on the registers $$f2,$$$f4,$ and $$f6.$ The task

involves adding two double$-$precision floating$-$point values stored in

registers $ $$4$ and $f$6,$ then storing the result in register $f$2.$