Alan buys 4 TVs, a 26 inch, a 28 inch, a 30 inch, and a 32 inch, for his new house. Each TV costs $200 more than the size below it. Alan spends a total of $3,800. How much would he have spent if he had bought only the 28 inch and 30 inch TVs? Choose one:
A) 850  B) 1,100  C) 1,900  D) 2,550  E) 3,400
Assume the cost of the least sized (26 Inch) TV = x   1,900ost of 28 inches TV = x + 200   1,900ost of 30 inches TV = x + 400   1,900ost of 32 inches TV = x + 600   Total cost = 4x + 1200 = 3800   Therefore x = 2600/4= 
<gadget id="calculator">2600/4</gadget>
<output>650</output>
650   Price of 28inch + 30 inch= 850 + 1050= 
<gadget id="calculator">850 + 1050</gadget>
<output>1_900</output>
1900   Option 1,900
<result>C</result>
Alan buys 4 TVs, a 26 inch, a 28 inch, a 30 inch, and a 32 inch, for his new house. Each TV costs $200 more than the size below it. Alan spends a total of $3,800. How much would he have spent if he had bought only the 28 inch and 30 inch TVs?