\begin{array}{l}
\text {Simplify each of the following:}\\\text {Q1. } \quad 7 \times 109\text {Sol. } \quad 7 \times 109 \\
= 7 \times (100+9) \\
= 7 \times 100 + 7 \times 9 \\
= 700 + 63 = 763 \\ \\\text {Q2. } \quad 6 \times 112 \\ \\\text {Sol. } \quad 6 \times 112 \\
= 6 \times (100 + 12) \\
= 6 \times 100 + 6 \times 12 \\
= 600 + 72 = 672 \\ \\\text {Q3. } \quad 9 \times 105 \\ \\\text {Sol. } \quad 9 \times 105 \\
= 9 \times (100 + 5) \\
= 9 \times 100 + 9 \times 5 \\
= 900 + 45 = 945 \\ \\\text {Q4. } \quad 17 \times 109 \\ \\\text {Sol. } \quad 17 \times 109 \\
= 17 \times (100 + 9) \\
= 17 \times 100 + 17 \times 9 \\
= 1700 + 153 = 1853 \\ \\\text {Q5. } \quad 16 \times 108 \\ \\\text {Sol. } \quad 16 \times 108 \\
= 16 \times (100 + 8) \\
= 16 \times 100 + 16 \times 8 \\
= 1600 + 128 = 1728 \\ \\\text {Q6. } \quad 12 \times 105 \\ \\\text {Sol. } \quad 12 \times 105 \\
= 12 \times (100 + 5) \\
= 12 \times 100 + 12 \times 5 \\
= 1200 + 60 = 1260 \\ \\\text {Q7. } \quad 102 \times 103 \\ \\\text {Sol. } \quad 102 \times 103 \\
= 102 \times (100 + 3) \\
= 102 \times 100 + 102 \times 5 \\
= (100 + 2) \times 100 + (100 + 2) \times 5 \\
= 10000 + 200 + 500 + 10 = 10506 \\ \\\text {Q8. } \quad 101 \times 105 \\ \\\text {Sol. } \quad 101 \times 105 \\
= 101 \times (100 + 5) \\
= 101 \times 100 + 101 \times 5 \\
= (100 + 1) \times 100 + (100 + 1) \times 5 \\
= 10000 + 100 + 500 + 5 = 10605 \\ \\\text {Q9. } \quad 109 \times 107 \\ \\\text {Sol. } \quad 109 \times 107 \\
= 109 \times (100 + 7) \\
= 109 \times 100 + 109 \times 7 \\
= (100 + 9) \times 100 + (100 + 9) \times 7 \\
= 10000 + 900 + 700 + 63 = 11663 \\ \\\end{array}