Earth and Space Science - 6th Grade Science

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Question

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

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Answer

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

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Question

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

Tap to reveal answer

Answer

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

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Question

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

Tap to reveal answer

Answer

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:

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

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

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Question

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

Tap to reveal answer

Answer

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:

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

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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:

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

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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:

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

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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:

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

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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:

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

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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:

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

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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:

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

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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

← Didn't Know|Knew It →

Question

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

Tap to reveal answer

Answer

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

← Didn't Know|Knew It →

Knew It

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:

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

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