Given that \[\text{1}+\text{2}+\text{3}+\text{4}+\text{5}+....+\text{ 98}+\text{99}\]\[+\text{1}00=\text{5}0\text{5}0,\] find. \[\text{1}+\text{2}+\text{3}+\text{4}+....+~\text{98}+\]\[\text{99 }-\text{1}00\]

• A. 5150
• B. 4950
• C. 4850
• D. 5050