{{asɛmtiNe Ɔkyerɛwfo}} | Nhomakorabea | Nneɛma a ɛma wotumi yɛ ade

1

The area of the figure's base is in². (Round to the nearest tenth, if necessary.)

1

The area of the figure's base is in². (Round to the nearest tenth, if necessary.)

1

The area of the figure's base is in². (Round to the nearest tenth, if necessary.)

1

The area of the figure's base is in². (Round to the nearest tenth, if necessary.)

1

The area of the figure's base is in². (Round to the nearest tenth, if necessary.)

1

Which figure (a through i ) has the least volume?

1

Which figure (a through i ) has the greatest volume?

1

Name two figures (a through i ) that would have to have the exact same volume. (List them in alphabetical order.)

1

Name another two figures (a through i ) that would have to have the exact same volume. (List them in alphabetical order.)

1

Name a third set of two figures (a through i ) that would have to have the exact same volume. (List them in alphabetical order.)

1

If we were to list the figures below in order from least volume to greatest volume the list would be first , then

i

ii

iii

iv

v

vi

vii

None of these.

Unit 7 (Part 1) Review

Unit 7 (Part 1) Review

Which 3-dimensional object would be created by rotating figure a around the given axis?

Which 3-dimensional object would be created by rotating figure b around the given axis?

Which 3-dimensional object would be created by rotating figure c around the given axis?

Which 3-dimensional object would be created by rotating figure d around the given axis?

Which figure (a through i ) has the least volume?

Which figure (a through i ) has the greatest volume?

Name two figures (a through i ) that would have to have the exact same volume. (List them in alphabetical order.)

Name another two figures (a through i ) that would have to have the exact same volume. (List them in alphabetical order.)

Name a third set of two figures (a through i ) that would have to have the exact same volume. (List them in alphabetical order.)

Which 3-dimensional object would be created by rotating figure b around the given axis?

Which 3-dimensional object would be created by rotating figure c around the given axis?

Which 3-dimensional object would be created by rotating figure d around the given axis?

Which figure (a through i ) has the least volume?

Which figure (a through i ) has the greatest volume?

Name two figures (a through i ) that would have to have the exact same volume. (List them in alphabetical order.)

Name another two figures (a through i ) that would have to have the exact same volume. (List them in alphabetical order.)

Name a third set of two figures (a through i ) that would have to have the exact same volume. (List them in alphabetical order.)