Earth and Space Science - 6th Grade Science

Card 0 of 16

What phase is the moon in when the moon is black?

Tap to see back →

When the moon is black, it is in the New Moon Phase. See the diagram provided:

When the moon looks like the image provided, what phase is it in?

Tap to see back →

Using the diagram provided, we can see that the moon is in the Waning Gibbous Phase

If a car traveled $600\textup{ miles}$ in $10\textup{ hours}$ , what was the speed of the car?

Tap to see back →

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{600\textup{ miles}$}{10\textup{ hours}}$

$\textup{speed}=60\textup{ mph}$

If a car traveled $100\textup{ miles}$ in $5\textup{ hours}$ , what was the speed of the car?

Tap to see back →

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{100\textup{ miles}$}{5\textup{ hours}}$

$\textup{speed}=20\textup{ mph}$

What phase is the moon in when the moon is black?

Tap to see back →

When the moon is black, it is in the New Moon Phase. See the diagram provided:

When the moon looks like the image provided, what phase is it in?

Tap to see back →

Using the diagram provided, we can see that the moon is in the Waning Gibbous Phase

If a car traveled $600\textup{ miles}$ in $10\textup{ hours}$ , what was the speed of the car?

Tap to see back →

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{600\textup{ miles}$}{10\textup{ hours}}$

$\textup{speed}=60\textup{ mph}$

If a car traveled $100\textup{ miles}$ in $5\textup{ hours}$ , what was the speed of the car?

Tap to see back →

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{100\textup{ miles}$}{5\textup{ hours}}$

$\textup{speed}=20\textup{ mph}$

If a car traveled $600\textup{ miles}$ in $10\textup{ hours}$ , what was the speed of the car?

Tap to see back →

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{600\textup{ miles}$}{10\textup{ hours}}$

$\textup{speed}=60\textup{ mph}$

If a car traveled $100\textup{ miles}$ in $5\textup{ hours}$ , what was the speed of the car?

Tap to see back →

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{100\textup{ miles}$}{5\textup{ hours}}$

$\textup{speed}=20\textup{ mph}$

What phase is the moon in when the moon is black?

Tap to see back →

When the moon is black, it is in the New Moon Phase. See the diagram provided:

When the moon looks like the image provided, what phase is it in?

Tap to see back →

Using the diagram provided, we can see that the moon is in the Waning Gibbous Phase

If a car traveled $600\textup{ miles}$ in $10\textup{ hours}$ , what was the speed of the car?

Tap to see back →

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{600\textup{ miles}$}{10\textup{ hours}}$

$\textup{speed}=60\textup{ mph}$

If a car traveled $100\textup{ miles}$ in $5\textup{ hours}$ , what was the speed of the car?

Tap to see back →

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{100\textup{ miles}$}{5\textup{ hours}}$

$\textup{speed}=20\textup{ mph}$

What phase is the moon in when the moon is black?

Tap to see back →

When the moon is black, it is in the New Moon Phase. See the diagram provided:

When the moon looks like the image provided, what phase is it in?

Tap to see back →

Earth and Space Science - 6th Grade Science

What phase is the moon in when the moon is black?

When the moon is black, it is in the New Moon Phase. See the diagram provided:

When the moon looks like the image provided, what phase is it in?

Using the diagram provided, we can see that the moon is in the Waning Gibbous Phase

If a car traveled in , what was the speed of the car?

To answer this question, we need to recall the formula for speed: We can plug in the known values from the question to solve:

If a car traveled in , what was the speed of the car?

To answer this question, we need to recall the formula for speed: We can plug in the known values from the question to solve:

What phase is the moon in when the moon is black?

When the moon is black, it is in the New Moon Phase. See the diagram provided:

When the moon looks like the image provided, what phase is it in?

Using the diagram provided, we can see that the moon is in the Waning Gibbous Phase

If a car traveled in , what was the speed of the car?

To answer this question, we need to recall the formula for speed: We can plug in the known values from the question to solve:

If a car traveled in , what was the speed of the car?

To answer this question, we need to recall the formula for speed: We can plug in the known values from the question to solve:

If a car traveled in , what was the speed of the car?

To answer this question, we need to recall the formula for speed: We can plug in the known values from the question to solve:

If a car traveled in , what was the speed of the car?

To answer this question, we need to recall the formula for speed: We can plug in the known values from the question to solve:

What phase is the moon in when the moon is black?

When the moon is black, it is in the New Moon Phase. See the diagram provided:

When the moon looks like the image provided, what phase is it in?

Using the diagram provided, we can see that the moon is in the Waning Gibbous Phase

If a car traveled in , what was the speed of the car?

To answer this question, we need to recall the formula for speed: We can plug in the known values from the question to solve:

If a car traveled in , what was the speed of the car?

To answer this question, we need to recall the formula for speed: We can plug in the known values from the question to solve:

What phase is the moon in when the moon is black?

When the moon is black, it is in the New Moon Phase. See the diagram provided:

When the moon looks like the image provided, what phase is it in?

Using the diagram provided, we can see that the moon is in the Waning Gibbous Phase

If a car traveled $600\textup{ miles}$ in $10\textup{ hours}$ , what was the speed of the car?

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{600\textup{ miles}$}{10\textup{ hours}}$

$\textup{speed}=60\textup{ mph}$

If a car traveled $100\textup{ miles}$ in $5\textup{ hours}$ , what was the speed of the car?

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{100\textup{ miles}$}{5\textup{ hours}}$

$\textup{speed}=20\textup{ mph}$

If a car traveled $600\textup{ miles}$ in $10\textup{ hours}$ , what was the speed of the car?

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{600\textup{ miles}$}{10\textup{ hours}}$

$\textup{speed}=60\textup{ mph}$

If a car traveled $100\textup{ miles}$ in $5\textup{ hours}$ , what was the speed of the car?

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{100\textup{ miles}$}{5\textup{ hours}}$

$\textup{speed}=20\textup{ mph}$

If a car traveled $600\textup{ miles}$ in $10\textup{ hours}$ , what was the speed of the car?

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{600\textup{ miles}$}{10\textup{ hours}}$

$\textup{speed}=60\textup{ mph}$

If a car traveled $100\textup{ miles}$ in $5\textup{ hours}$ , what was the speed of the car?

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{100\textup{ miles}$}{5\textup{ hours}}$

$\textup{speed}=20\textup{ mph}$

If a car traveled $600\textup{ miles}$ in $10\textup{ hours}$ , what was the speed of the car?

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{600\textup{ miles}$}{10\textup{ hours}}$

$\textup{speed}=60\textup{ mph}$

If a car traveled $100\textup{ miles}$ in $5\textup{ hours}$ , what was the speed of the car?

To answer this question, we need to recall the formula for speed:

$\textup{speed}=\frac{\textup{distance}$}{\textup{time}}$

We can plug in the known values from the question to solve:

$\textup{speed}=\frac{100\textup{ miles}$}{5\textup{ hours}}$

$\textup{speed}=20\textup{ mph}$