Steve is laying floor tiles in 2 rooms of his house. Each room requires 30 tiles, all the same size. How many of the following combinations could Steve buy if: A Small box (1 box@$8.00 w/tax) contains 10 tiles, and a Large box (1 box@$20.00 w/tax) contains 25 tiles. Steve only has $50 on him when he gets to the store.	Select the correct option:
A) 6 Small Boxes B) 3 Large Boxes C) 3 Small Boxes and 1 Large Box D) A and C E) A, B and C
The Correct Answer must total at least 60 tiles (2 rooms of 30) AND cost $50 or less   A=Total of 60 tiles (6*10) and costs $48 (6*$8.00) *Correct Answer*   B=Total of 75 tiles (3*25) (while sufficient amount of tiles, cost would be $60 which is $10 over budget)   C=Total of 55 tiles (3*10 +25) (while sufficient cash is on hand of $49 [3*8+25] he is 5 tiles short.   D=6 Small Boxes is correct however C is not   E=6 Small Boxes is correct however B and C are not   The Correct 6 Small Boxesnswer is 6 Small Boxes
<result>A</result>
Steve is laying floor tiles in 2 rooms of his house. Each room requires 30 tiles, all the same size. How many of the following combinations could Steve buy if: A Small box (1 box@$8.00 w/tax) contains 10 tiles, and a Large box (1 box@$20.00 w/tax) contains 25 tiles. Steve only has $50 on him when he gets to the store.