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What is the lateral and total surface area of the lrism solve for both

What is the lateral and total surface area of the lrism solve for both-example-1
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User Krxldfx
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1 Answer

6 votes

\text{lateral area=324 mm}^2
totalarea=428mm^2

Step-by-step explanation

Step 1

the lateral are is compounded by rectangles 1, 2, 3, and 4


\begin{gathered} \text{lateral are=(13 }\cdot6)+(6\cdot14)+(13\cdot6)+(14\cdot6) \\ \text{lateral area=}78+84+78+84 \\ \text{lateral area=324 mm}^2 \end{gathered}

Step2

the total area,

add rectangles 5 and 6 to get the total area


\begin{gathered} total\text{ area=324 mm}^2+(13\cdot4)+(13\cdot4) \\ total\text{ area=324 mm}^2+52+52 \\ totalarea=428mm^2 \end{gathered}

What is the lateral and total surface area of the lrism solve for both-example-1
answered
User Pranit Kothari
by
8.5k points

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