Tagged in 6.G.A.4, 6th grade, 7.G.B.6, 7th grade, base area, geometry, lateral area, measurement, perimeter, prism length, square units, surface area, three-dimensional figures, triangle altitude, triangular bases, triangular prisms
This surface area of triangular prisms worksheet gives students focused practice calculating the total area of three-dimensional figures. Students analyze 12 triangular prisms with labeled dimensions and use the measurements of each triangular base and the prism length to determine the total surface area.
Students first calculate the area of one triangular base using \(B=\frac{1}{2}ba\). They then find the perimeter of the triangular base and apply \(SA=2B+PH\), where \(B\) represents the area of one base, \(P\) represents the perimeter of the base, and \(H\) represents the length of the prism.
The problems include right-triangular and isosceles-triangular bases with whole-number dimensions. This resource works well for guided practice, independent practice, homework, review, intervention, or formative assessment. The included answer key shows the base-area calculation, perimeter, formula substitution, and final surface area for every problem.
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ID# 0976