What is the surface area of the prism in square inches?
2 answers:
Answer:
To find the surface area of a prism, the problem can be approached in one of two ways.
1. Through an equation that uses lateral area
2. Through finding the area of each side and taking the sum of all the faces
Using the second method, it's helpful to realize rectangular prisms contain 6 faces. With that, it's helpful to understand that there are 3 pairs of sides. That is, there are two faces with the same dimensions. Therefore, we really only have three sides for which we need to calculate areas:
Faces 1 & 2:
15⋅8=120
Faces 3 & 4:
6⋅8=48
Faces 5 & 6:
15⋅6=90
Now, we can add up the areas of all six sides:
120+120+48+48+90+90=516
The surface area is 516units2.
Step-by-step explanation:
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Answer:
Step-by-step explanation:
The given expression is
If we evaluate the expression as it is we will get;
But we want to insert parenthesis so that we will use PEDMAS to obtain 37 as the result.
The only way this can be achieved is when we insert the parenthesis as shown below;