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The right hexagonal prism shown to the right has regular hexagons as bases. D' a. Name all the pairs of parallel lateral faces. (Faces are parallel if the planes containing the faces are parallel.) A' B' b. What is the measure of the dihedral angle between two adjacent E D lateral faces? Why? F A a. Choose the correct answer below. O A. The following faces are parallel: quadrilaterals AFF'A' and EDD'E'; O B. The following faces are parallel: quadrilaterals AFF'A' and BAA'B'; quadrilaterals CBB'C' and DCC'D'; quadrilaterals EDD'E' and FEE'F' quadrilaterals BAA'B' and CBB'C'; quadrilaterals DCC'D' and FEE'F' C. The following faces are parallel: quadrilaterals AFF'A' and FEE'F'; quadrilaterals BAA'B' and EDD'E'; quadrilaterals CBB'C' and DCC'D' O D. The following faces are parallel: quadrilaterals AFF'A' and DCC'D': quadrilaterals BAA'B' and EDD'E'; quadrilaterals CBB'C' and FEE'F' b. Choose the correct answer below and fill in the answer box to complete your choice. (Type a whole number.) O A. The measure of the angle is because this is the measure of the total degrees of the hexagonal base divided by the number of faces, 8. O B. The measure of the angle is because two adjacent lateral faces form perpendicular planes and this is the measure of perpendicular planes. C. The measure of the angle is because this is the measure of an interior angle of a hexagon, which is where the two planes representing the lateral faces intersect. D. The measure of the angle is because this is the measure for all dihedral angles.

The right hexagonal prism shown to the right has regular hexagons as bases. D' a. Name all the pairs of parallel lateral faces. (Faces are parallel if the planes containing the faces are parallel.) A' B' b. What is the measure of the dihedral angle between two adjacent E D lateral faces? Why? F A a. Choose the correct answer below. O A. The following faces are parallel: quadrilaterals AFF'A' and EDD'E'; O B. The following faces are parallel: quadrilaterals AFF'A' and BAA'B'; quadrilaterals CBB'C' and DCC'D'; quadrilaterals EDD'E' and FEE'F' quadrilaterals BAA'B' and CBB'C'; quadrilaterals DCC'D' and FEE'F' C. The following faces are parallel: quadrilaterals AFF'A' and FEE'F'; quadrilaterals BAA'B' and EDD'E'; quadrilaterals CBB'C' and DCC'D' O D. The following faces are parallel: quadrilaterals AFF'A' and DCC'D': quadrilaterals BAA'B' and EDD'E'; quadrilaterals CBB'C' and FEE'F' b. Choose the correct answer below and fill in the answer box to complete your choice. (Type a whole number.) O A. The measure of the angle is because this is the measure of the total degrees of the hexagonal base divided by the number of faces, 8. O B. The measure of the angle is because two adjacent lateral faces form perpendicular planes and this is the measure of perpendicular planes. C. The measure of the angle is because this is the measure of an interior angle of a hexagon, which is where the two planes representing the lateral faces intersect. D. The measure of the angle is because this is the measure for all dihedral angles.

Mathematics For Machine Technology
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter11: Addition And Subtraction Of Decimal Fractions
Section: Chapter Questions
Problem 18A: Refer to the plate shown in Figure 117 and determine the following distances. All dimensions are in...
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The right hexagonal prism shown to the right has regular hexagons E' D' as bases. F a. Name all the pairs of parallel lateral faces. (Faces are parallel if the planes containing the faces are parallel.) A B' b. What is the measure of the dihedral angle between two adjacent lateral faces? Why? a. Choose the correct answer below. A. The following faces are parallel: quadrilaterals AFF'A' and EDD'E'; quadrilaterals BAA'B' and CBB'C'; quadrilaterals DCC'D' and FEE'F' B. The following faces are parallel: quadrilaterals AFF'A' and BAA'B'; quadrilaterals CBB'C' and DCC'D'; quadrilaterals EDD'E' and FEE'F' C. The following faces are parallel: quadrilaterals AFF'A' and FEE'F'; quadrilaterals BAA'B' and EDD'E'; quadrilaterals CBB'C' and DCC'D' O D. The following faces are parallel: quadrilaterals AFF'A' and DCC'D'; quadrilaterals BAA'B' and EDD'E'; quadrilaterals CBB'C' and FEE'F' b. Choose the correct answer below and fill in the answer box to complete your choice. (Type a whole number.) O A. The measure of the angle is because this is the measure of the total degrees of the hexagonal base divided by the number of faces, 8. B. The measure of the angle is because two adjacent lateral faces form perpendicular planes and this is the measure of perpendicular planes. C. The measure of the angle is because this is the measure of an interior angle of a hexagon, which is where the two planes representing the lateral faces intersect. D. The measure of the angle is because this is the measure for all dihedral angles. ET
Transcribed Image Text:The right hexagonal prism shown to the right has regular hexagons E' D' as bases. F a. Name all the pairs of parallel lateral faces. (Faces are parallel if the planes containing the faces are parallel.) A B' b. What is the measure of the dihedral angle between two adjacent lateral faces? Why? a. Choose the correct answer below. A. The following faces are parallel: quadrilaterals AFF'A' and EDD'E'; quadrilaterals BAA'B' and CBB'C'; quadrilaterals DCC'D' and FEE'F' B. The following faces are parallel: quadrilaterals AFF'A' and BAA'B'; quadrilaterals CBB'C' and DCC'D'; quadrilaterals EDD'E' and FEE'F' C. The following faces are parallel: quadrilaterals AFF'A' and FEE'F'; quadrilaterals BAA'B' and EDD'E'; quadrilaterals CBB'C' and DCC'D' O D. The following faces are parallel: quadrilaterals AFF'A' and DCC'D'; quadrilaterals BAA'B' and EDD'E'; quadrilaterals CBB'C' and FEE'F' b. Choose the correct answer below and fill in the answer box to complete your choice. (Type a whole number.) O A. The measure of the angle is because this is the measure of the total degrees of the hexagonal base divided by the number of faces, 8. B. The measure of the angle is because two adjacent lateral faces form perpendicular planes and this is the measure of perpendicular planes. C. The measure of the angle is because this is the measure of an interior angle of a hexagon, which is where the two planes representing the lateral faces intersect. D. The measure of the angle is because this is the measure for all dihedral angles. ET
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