If the height is doubled in the two cones in Exercise 8 and the radius remains the same, what happens to the volume?

What is a hybrid composite?

Find the volume of the given figure.

Triangular Prism:

triangle base's altitude= 10 cm

Triangle base edge= 3 cm

Length of the prism= 8 cm

Find the volume of the given figure.

Triangular Prism:

triangle base's altitude= 6.9 ft,

triangle base edge= 8 ft.

Length of the prism= 10 ft

What are the differences between rods and cones with respect to their anatomy, their photopigments, and the light they process?

State whether the numbers 241 and 539 prime or composite. If the number is composite, factor it into a product of primes.

If the height is tripled in the two cones in Exercise 8 and the radius remains the same, what happens to the volume?

Give the volume of each polyhedron in parts (a) and (b). Use the natural unit.

c. If the small cubes in parts ( a) and (b) were 1 centimeter on each edge, what is the volume of each of the polyhedra, in milliliters?

d. If the small cubes in parts (a) and (b) were 1 foot on each edge, what is the volume of each of the polyhedra, in cubic feet? Does either have a volume greater than 1 cubic yard?

If the radius is tripled in the two cones in Exercise 8 and the height remains the same, what happens to the volume?

Two cubes have edge $10 \mathrm{~m}$. Their edges have been joined and form a cuboid. What will be the surface area of cuboid thus formed.

Draw the cross section that is created when a vertical plane intersects the top vertex and the shorter edge of the base of the pyramid shown. What is the area of the cross section?

Find the angle between the diagonal $A D$ of the cube shown in figure and the edge $A B$. Find the angle between the diagonal $\overrightarrow{A D}$ of the cube and the diagonal $\overrightarrow{A C}$.

For each figure, determine the number of axes of symmetry and the number of planes of symmetry.

a. right cylinder

b. right cone

c. oblique cylinder

d. oblique cone

The Never Summer Infinity 149 snowboard has a running length of 1160 mm and a sidecut depth of 23.5 mm. What radius is used for the edge of this snowboard?