Perform the following binary arithmetic operations. a. 11111 + 10010 c. 101001 + 101001 e. 11011 - 10111 g. 111 x 11 i. 10101 ÷ 111 b. 101100 + 11001 d. 100111 - 11011 f. 11101 - 10010 h. 111 x 101 j. 10101 ÷ 111

$$\begin{align*} 11111 \\ + 10010 \\ \hline 110001 \end{align*}$$

b) $101100 + 11001$

$$\begin{align*} 101100 \\ + 11001 \\ \hline 1000101 \end{align*}$$

c) $101001 + 101001$

$$\begin{align*} 101001 \\ + 101001 \\ \hline 1010010 \end{align*}$$

d) $100111 - 11011$

$$\begin{align*} 100111 \\ - 11011 \\ \hline 011100 \end{align*}$$

e) $11011 - 10111$

$$\begin{align*} 11011 \\ - 10111 \\ \hline 00100 \end{align*}$$

f) $11101 - 10010$

$$\begin{align*} 11101 \\ - 10010 \\ \hline 01011 \end{align*}$$

g) $111 \times 11$

$$\begin{align*} 111 \\ \times 11 \\ \hline 111 \\ +1110 \\ \hline 10101 \end{align*}$$

h) $111 \times 101$

$$\begin{align*} 111 \\ \times 101 \\ \hline 111 \\ 0000 \\ +11100 \\ \hline 100011 \end{align*}$$

i) $10101 \div 111$

$$\begin{array}{r} 11 \\ 111 \overline{\smash{)} 10101} \\ -111 \downarrow \\ \hline \quad 111 \\ \quad -111 \\ \hline \quad \quad 0 \end{array}$$

j) $10101 \div 111$
यो प्रश्न (i) जस्तै दोहोरिएको छ।

$$\begin{array}{r} 11 \\ 111 \overline{\smash{)} 10101} \\ -111 \downarrow \\ \hline \quad 111 \\ \quad -111 \\ \hline \quad \quad 0 \end{array}$$

अन्तिम उत्तरहरू:

a) $\boxed{110001}$

b) $\boxed{1000101}$

c) $\boxed{1010010}$

d) $\boxed{11100}$

e) $\boxed{100}$

f) $\boxed{1011}$

g) $\boxed{10101}$

h) $\boxed{100011}$

i) $\boxed{11}$
j) $\boxed{11}$