Showing top 8 worksheets in the category - Triangular Prism Word Problems. Surface Area Triangular Prism Word Problems. david westom Math, Some of the worksheets displayed are Volume of triangular prism es1, Volume and surface area work, Volume of a triangular prism 1 directions right, Volume of a triangular prism work 1, Volumes of solids, Measurement work volume and surface area of, Answer key volume of rectangular prisms, 10 volume of prisms and cylinders. In this using a line graph word problem worksheet, students read facts about line graphs and use a line graph showing bicycle sales in one week to answer word problems. Those of the National Science Foundation.Triangular Prism Volume Word Problems. Opinions expressed are those of the authors and not necessarily This project is supported, in part, by the National Science What is it? Show your work:Ĭopyright © 2002 by The Shodor Education Foundation, Inc Of the 5 faces to get the total surface area. Look like 'View side', and _ faces that look like 'View top'(bottom), we can add the area Now, since the triangular prism has _ faces that look like 'View front', _ faces that Click and drag the prism so you can see the underside. This view looks like a corner view of a regular rectangle. What is the area of this side of the triangularĬlick on 'View top'. Hint: The height of this rectangle is the hypotenuse of a triangle in The base is 14, but what is the height?Ĭan you use the Pythagorean Theorem to find the height of this rectangle? This view looks like a rectangle that is slanted The area of this face of the triangular prism is _.Ĭlick on 'View side'. Since the formula for the area of a triangle is:

Please set all dimensions at 14 units for this exercise:Ĭlick on 'View front'. Let's take a look at how we would calculate the surface area of the triangular prism. Was your prediction correct? What is the ratio of the volumes of the largest possible rectangular and triangular prisms?ĭoes the same ratio always hold true for triangular and rectangular prisms with the same dimensions?ĭo the values for the surface area of the triangular and rectangular prisms have the same ratio that you discovered in #6? Write your guess and reasoning here and then choose the triangular How do you think the largest possible volume of the triangular prism will compare to the volume of teh largest possible rectangular prism? Will it be larger or smaller? In #2, you found that the largest possible volume of the rectangular prism was _.

These dimensions? Hint: What are the units for each of the values? AreĬhange the rectangular prism so that it is as large as possible in every direction. What is the largest volume that you can create with this prism? _Įxplain why the surface area is larger than the volume in #1.Ĭan you make the surface area and volume have the same value? If so, what are the dimensions of the prism at that time? How close can you get?Īre the two values really the same (or close to the same) with What is the surface area associated with this volume? _ What is the smallest volume that you can create with this prism? _ This worksheet is intended for use with the lesson Surface Area and Volume.įor the following questions, use the rectangular prism:

$volume of triangular prism worksheet$

Worksheet To Accompany the 'Surface Area and Volume' Lesson

Volume of triangular prism worksheet