Respuesta :
Answer:
option E
Step-by-step explanation:
No, because the area of all 6 table is 912 sq .ft
and the spray only covers 800 sq .ft .
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No, because the area of all 6 tables is 912 sq ft and the spray only covers 800 sq feet. To find the area of the the table, we have to account for the two ends of the tables shaped like triangles. So this means we will find the area of those by doing 2(b•h•1/2)
8•3= 24
24• 1/2= 12
This means 12 is the area of one triangle, but we have two of those so...
12+12=24
Now to find the area of the rectangle we do (b•h)
16•8= 128
Add it all together and...
128+ 24= 152
We have 6 tables in total so multiply it by 6
152• 6= 912
We have 6 tables so...
156•6= 912 sq
There we go. We need 912 sq, and we only have enough to cover 800 sq. So no.
8•3= 24
24• 1/2= 12
This means 12 is the area of one triangle, but we have two of those so...
12+12=24
Now to find the area of the rectangle we do (b•h)
16•8= 128
Add it all together and...
128+ 24= 152
We have 6 tables in total so multiply it by 6
152• 6= 912
We have 6 tables so...
156•6= 912 sq
There we go. We need 912 sq, and we only have enough to cover 800 sq. So no.