Question$-13$:

Add the ${7\mathrm{.}01}_{10}$ and ${0\mathrm{.}71}_{10}$ using IEEE$-754$ single$-$precision floating$-$point

representation. Check if the result has overflow or underflow.

Note: Consider $10$ decimal digits while converting from decimal to binary for the

following questions.

Question $-14$:

Subtract ${7\mathrm{.}01}_{10}$ from ${18\mathrm{.}71}_{10}$ using IEEE$-754$ single$-$precision floating$-$point

representation. Check if the result has overflow or underflow.

Note: Consider $10$ decimal digits while converting from decimal to binary for the

following questions.

Question $-15$:

Subtract $-{7\mathrm{.}01}_{10}$ from ${18\mathrm{.}71}_{10}$ using IEEE$-754$ single$-$precision floating$-$point

representation. Check if the result has overflow or underflow.

Note: Consider $10$ decimal digits while converting from decimal to binary for the

following questions.