Surface Area and Volume of Cones

Interactive Video

•

Mathematics

•

9th Grade

•

Hard

Joseph Anderson

FREE Resource

32 questions

Show all answers

SLIDE QUESTION

30 sec • Ungraded

MATH RESPONSE QUESTION

2 mins • 1 pt

Give an exact answer in terms of $\pi$
$A\ =\ \ldots\ cm^2$

$392\pi$

Mathematical Equivalence

SLIDE QUESTION

30 sec • Ungraded

SLIDE QUESTION

30 sec • Ungraded

SLIDE QUESTION

30 sec • Ungraded

SLIDE QUESTION

30 sec • Ungraded

SLIDE QUESTION

30 sec • Ungraded

MATH RESPONSE QUESTION

2 mins • 1 pt

In order to find the volume of the hexagonal pyramid we need the Base Area and the Height of the pyramid.
What is the Height? (Give an exact answer in simplest radical form)
$H=\ldots cm$

$3\sqrt{5}$

Mathematical Equivalence

MATH RESPONSE QUESTION

2 mins • 1 pt

In order to find the volume of the hexagonal pyramid we need the Base Area and the Height of the pyramid.
What is the Base Area? (Give an exact answer in simplest radical form)
$A=\ldots cm^2$

$54\sqrt{3}$

Mathematical Equivalence

10.

MATH RESPONSE QUESTION

2 mins • 1 pt

Now that we know the Height is $3\sqrt[]{5}$
and the Base area is $54\sqrt[]{3}$
What is the Volume?
$V=\ldots cm^3$

$54\sqrt{15}$

Mathematical Equivalence

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Surface Area and Volume of Cones

32 questions

Give an exact answer in terms of π\piπ A = … cm2A\ =\ \ldots\ cm^2A = … cm2

In order to find the volume of the hexagonal pyramid we need the Base Area and the Height of the pyramid.What is the Height? (Give an exact answer in simplest radical form) H=…cmH=\ldots cmH=…cm

In order to find the volume of the hexagonal pyramid we need the Base Area and the Height of the pyramid.What is the Base Area? (Give an exact answer in simplest radical form) A=…cm2A=\ldots cm^2A=…cm2

Now that we know the Height is 353\sqrt[]{5}35​ and the Base area is 54354\sqrt[]{3}543​ What is the Volume? V=…cm3V=\ldots cm^3V=…cm3

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Discover more resources for Mathematics

Give an exact answer in terms of $\pi$
$A\ =\ \ldots\ cm^2$

In order to find the volume of the hexagonal pyramid we need the Base Area and the Height of the pyramid.
What is the Height? (Give an exact answer in simplest radical form)
$H=\ldots cm$

In order to find the volume of the hexagonal pyramid we need the Base Area and the Height of the pyramid.
What is the Base Area? (Give an exact answer in simplest radical form)
$A=\ldots cm^2$

Now that we know the Height is $3\sqrt[]{5}$
and the Base area is $54\sqrt[]{3}$
What is the Volume?
$V=\ldots cm^3$