Artie made a solid wooden block as shown in the diagram below. He will paint all surfaces of the block. http://go.flvs.net/courses/1/flvs_57_3641_12676/ppg/respondus/pool_Geom_3641_0709_15/image0024e612d9b.jpg What will be the total painted surface area of the block? Answer 324 cm2 380 cm2 404 cm2 440 cm2
@UnkleRhaukus could you help me with the equation on this one also please?
three different rectangles +two identical trapeziums
*4four rectangles
ok ive started the equation but idk this is what i have so far for the 3 rectangles 2( 10x12) + 2 ( 12x4) + 2 (7x12)
almost the four rectangles are\[1\times( 10\times12) + 1\times( 12\times4) + 1\times(7\times12) +1\times(5\times 12)\] each rectangle is different
ok so thats my equation for the rectangles but then i have to take into concideration the
Trapeziums do you know the formula for a trapezium?
trapeziums which i had down as 2( 5x 10x 7 x 4) but i dont think thats right
no i don't think i do aha
\[A=\frac {a+b}2\times h\] where 7 and 10 are a and b , 4 is the height h
ok so 48 then? and i add 48 to the equation from my rectangles?
remember to add it twice because there are two identical trapeziums
SA=(10×12)+(12×4)+(7×12)+(5×12)+2x(48)
i got 408
but thats not an answer...
Well, its not 404 cm2 js
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