SOLUTION: Paint A costs 800 and can paint 3m x 6m wall. Paint B costs 315 and can paint 2m x 3m wall. Using both paints, how much will it cost to paint 4m x 5m x 8m wall?
Algebra ->
Test
-> SOLUTION: Paint A costs 800 and can paint 3m x 6m wall. Paint B costs 315 and can paint 2m x 3m wall. Using both paints, how much will it cost to paint 4m x 5m x 8m wall?
Log On
Question 905037: Paint A costs 800 and can paint 3m x 6m wall. Paint B costs 315 and can paint 2m x 3m wall. Using both paints, how much will it cost to paint 4m x 5m x 8m wall? Answer by ewatrrr(24785) (Show Source):
You can put this solution on YOUR website! Have never seen a math question so vague and 'assuming' so to speak...
Given: Paint, used as mentioned, costs $1115 for 24m^2 of wall space
ASSUMING it is Walls in a ROOM we are to paint... l = 4m, w = 5m, h = 8m
4m x 5m x 8m ROOM ...would have 2(32m^2) + 2(40m^2) = 144m^2 in wall space.
Cost to paint? AND ASSUMING we go with 6 of each A & B, as mentioned
(equal amounts of both) Cost = 6(1115) = $6690
7*800 + 3*315 would work as well, cost $6545...but whatever...only said both
Rectangular Solid
Volume = Length X Width X Height
V = lwh
Surface = 2lw + 2lh + 2wh
.