What is the surface area of the prism? VHS_PA_S2_05_L213_L313_UT_Q10.gif A. 480 in2 B. 348 in2 C. 672 in2 D. 116 in2 http://static.k12.com/calms_media/media/243500_244000/243729/1/00ec6a34272c3b79f5f020c92e7310268aab6d54/VHS_PA_S2_05_L213_L313_UT_Q10.gif
@kidrah69
@jim_thompson5910
@rishavraj
can you see the shape has 3 rectangles? so, what's the area of those 3 rectangles anyway?
@jdoe0001 Are you there?
sorta, site gets all laggy
Yeah.
|dw:1429138951787:dw| notice the 3 rectangles in the shape? see their length and width? so.. what are their areas?
70
16*7=112
right... so.... 2 of the rectangles are 7 *10, or 70 each and the rectangle at the base, laying down, is a 16 * 7 or 112 so.. now let's see the triangles notice the shape is really just 3 rectangles and 2 triangles stacked up to each other at the edges so |dw:1429139213698:dw| so we have two triangles they have a "base" of 16, and a "height" of 6, or altitude of 6 so area of a triangle is 1/2 base * height get the area of those, and suim them up
\(\bf \cfrac{1}{2}\cdot 16\cdot 6\implies 8\cdot 6\implies 48\) so, 3 rectangles, 70 + 70 + 112 and 2 triangles, 48 + 48 the surface area of the shape is then 70 + 70 + 112 + 48 + 48
348
yeap
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