Question 1

The graph shows the distribution of a continuous random variable that takes on values on the continuous interval from -2 to 2 . Find the probability that this random variable will take on the value indicated.
 
-Between -1 and 1

Accepted Answer

The answer of The graph shows the distribution of a...

Question 2

The graph shows the distribution of a continuous random variable that takes on values on the continuous interval from -2 to 2 . Find the probability that this random variable will take on the value indicated.
 
-Between $1 / 2$ and $3 / 2$

Accepted Answer

The answer of The graph shows the distribution of a...

Question 3

The graph shows the distribution of a continuous random variable that takes on values on the continuous interval from -2 to 2 . Find the probability that this random variable will take on the value indicated.
 
-Between -2 and -1

Accepted Answer

The answer of The graph shows the distribution of a...

Question 4

Find the standard normal-curve area indicated using the normal table.
-Between $\mathrm{z}=-1.3$ and $\mathrm{z}=-0.4$

Accepted Answer

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Question 5

Find the standard normal-curve area indicated using the normal table.
-To the left of $z=0.67$

Accepted Answer

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Question 6

Find the standard normal-curve area indicated using the normal table.
-To the left of $z=-0.54$

Accepted Answer

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Question 7

If a random variable has the normal distribution with $\mu=30$ and $\sigma=5$, find the probability that it will take on the indicated value.
-Less than 32

Accepted Answer

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Question 8

If a random variable has the normal distribution with $\mu=30$ and $\sigma=5$, find the probability that it will take on the indicated value.
-Between 31 and 35

Accepted Answer

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Question 9

If a random variable has the normal distribution with $\mu=30$ and $\sigma=5$, find the probability that it will take on the indicated value.
-Between 24 and 28

Accepted Answer

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Question 10

Find the following $z$ values.
-zS1U1B10.05S1U1B0

Accepted Answer

The answer of Find the following $z$ values.
-zS1U1B10.05S1U1B0...

Question 11

Find the following $z$ values.
-zS1U1B10.45S1U1B0

Accepted Answer

The answer of Find the following $z$ values.
-zS1U1B10.45S1U1B0...

Question 12

Find the following $z$ values.
-zS1U1B10.65S1U1B0

Accepted Answer

The answer of Find the following $z$ values.
-zS1U1B10.65S1U1B0...

Question 13

Find the following $z$ values.
-zS1U1B10.90S1U1B0

Accepted Answer

The answer of Find the following $z$ values.
-zS1U1B10.90S1U1B0...

Question 14

Find $z$ if the normal curve area to the right of $z$ is 0.8997 .

Accepted Answer

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Question 15

Find $z$ if the normal curve area to the left of $z$ is 0.1611 .

Accepted Answer

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Question 16

A normal distribution has mean $\mu=60$. If $15.87 \%$ of the area under the curve is to the left of 54 , find the area to the right of 64.

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Question 17

A normal distribution has mean $\mu=60$. If $15.87 \%$ of the area under the curve is to the left of 54 , find the area between 58 and 63 .

Accepted Answer

The answer of A normal distribution has mean $\mu=60$. If...

Question 18

The number of ounces of soda that a vending machine dispenses per cup is normally distributed with a mean of 12 ounces and a standard deviation of 4 ounces.
-Find the probability that more than 16 ounces is dispensed in a cup.

Accepted Answer

The answer of The number of ounces of soda that...

Question 19

The number of ounces of soda that a vending machine dispenses per cup is normally distributed with a mean of 12 ounces and a standard deviation of 4 ounces.
-Find the probability that between 15 and 18 ounces are dispensed in a cup.

Accepted Answer

The answer of The number of ounces of soda that...

Question 20

The number of ounces of soda that a vending machine dispenses per cup is normally distributed with a mean of 12 ounces and a standard deviation of 4 ounces.
-Find the number of ounces above which $80 \%$ of the dispensed sodas will fall. Round to the nearest tenth.

Accepted Answer

The answer of The number of ounces of soda that...

Quiz 9: The Normal Distribution

The graph shows the distribution of a continuous random variable that takes on values on the continuous interval from -2 to 2 . Find the probability that this random variable will take on the value indicated. -Between -1 and 1

The graph shows the distribution of a continuous random variable that takes on values on the continuous interval from -2 to 2 . Find the probability that this random variable will take on the value indicated. -Between $1 / 2$ and $3 / 2$

The graph shows the distribution of a continuous random variable that takes on values on the continuous interval from -2 to 2 . Find the probability that this random variable will take on the value indicated. -Between -2 and -1

Find the standard normal-curve area indicated using the normal table. -Between $\mathrm{z}=-1.3$ and $\mathrm{z}=-0.4$

Find the standard normal-curve area indicated using the normal table. -To the left of $z=0.67$

Find the standard normal-curve area indicated using the normal table. -To the left of $z=-0.54$

If a random variable has the normal distribution with $\mu=30$ and $\sigma=5$ , find the probability that it will take on the indicated value. -Less than 32

If a random variable has the normal distribution with $\mu=30$ and $\sigma=5$ , find the probability that it will take on the indicated value. -Between 31 and 35

If a random variable has the normal distribution with $\mu=30$ and $\sigma=5$ , find the probability that it will take on the indicated value. -Between 24 and 28

Find the following $z$ values. -z_0.05

Find the following $z$ values. -z_0.45

Find the following $z$ values. -z_0.65

Find the following $z$ values. -z_0.90

Find $z$ if the normal curve area to the right of $z$ is 0.8997 .

Find $z$ if the normal curve area to the left of $z$ is 0.1611 .

A normal distribution has mean $\mu=60$ . If $15.87 \%$ of the area under the curve is to the left of 54 , find the area to the right of 64.

A normal distribution has mean $\mu=60$ . If $15.87 \%$ of the area under the curve is to the left of 54 , find the area between 58 and 63 .

The number of ounces of soda that a vending machine dispenses per cup is normally distributed with a mean of 12 ounces and a standard deviation of 4 ounces. -Find the probability that more than 16 ounces is dispensed in a cup.

The number of ounces of soda that a vending machine dispenses per cup is normally distributed with a mean of 12 ounces and a standard deviation of 4 ounces. -Find the probability that between 15 and 18 ounces are dispensed in a cup.

The number of ounces of soda that a vending machine dispenses per cup is normally distributed with a mean of 12 ounces and a standard deviation of 4 ounces. -Find the number of ounces above which $80 \%$ of the dispensed sodas will fall. Round to the nearest tenth.

Quiz 9: The Normal Distribution

The graph shows the distribution of a continuous random variable that takes on values on the continuous interval from -2 to 2 . Find the probability that this random variable will take on the value indicated. -Between -1 and 1

The graph shows the distribution of a continuous random variable that takes on values on the continuous interval from -2 to 2 . Find the probability that this random variable will take on the value indicated. -Between 1/21 / 21/2 and 3/23 / 23/2

The graph shows the distribution of a continuous random variable that takes on values on the continuous interval from -2 to 2 . Find the probability that this random variable will take on the value indicated. -Between -2 and -1

Find the standard normal-curve area indicated using the normal table. -Between z=−1.3\mathrm{z}=-1.3z=−1.3 and z=−0.4\mathrm{z}=-0.4z=−0.4

Find the standard normal-curve area indicated using the normal table. -To the left of z=0.67z=0.67z=0.67

Find the standard normal-curve area indicated using the normal table. -To the left of z=−0.54z=-0.54z=−0.54

If a random variable has the normal distribution with μ=30\mu=30μ=30 and σ=5\sigma=5σ=5 , find the probability that it will take on the indicated value. -Less than 32

If a random variable has the normal distribution with μ=30\mu=30μ=30 and σ=5\sigma=5σ=5 , find the probability that it will take on the indicated value. -Between 31 and 35

If a random variable has the normal distribution with μ=30\mu=30μ=30 and σ=5\sigma=5σ=5 , find the probability that it will take on the indicated value. -Between 24 and 28

Find the following zzz values. -z0.05

Find the following zzz values. -z0.45

Find the following zzz values. -z0.65

Find the following zzz values. -z0.90

Find zzz if the normal curve area to the right of zzz is 0.8997 .

Find zzz if the normal curve area to the left of zzz is 0.1611 .

A normal distribution has mean μ=60\mu=60μ=60 . If 15.87%15.87 \%15.87% of the area under the curve is to the left of 54 , find the area to the right of 64.

A normal distribution has mean μ=60\mu=60μ=60 . If 15.87%15.87 \%15.87% of the area under the curve is to the left of 54 , find the area between 58 and 63 .

The number of ounces of soda that a vending machine dispenses per cup is normally distributed with a mean of 12 ounces and a standard deviation of 4 ounces. -Find the probability that more than 16 ounces is dispensed in a cup.

The number of ounces of soda that a vending machine dispenses per cup is normally distributed with a mean of 12 ounces and a standard deviation of 4 ounces. -Find the probability that between 15 and 18 ounces are dispensed in a cup.

The number of ounces of soda that a vending machine dispenses per cup is normally distributed with a mean of 12 ounces and a standard deviation of 4 ounces. -Find the number of ounces above which 80%80 \%80% of the dispensed sodas will fall. Round to the nearest tenth.

The graph shows the distribution of a continuous random variable that takes on values on the continuous interval from -2 to 2 . Find the probability that this random variable will take on the value indicated. -Between $1 / 2$ and $3 / 2$

Find the standard normal-curve area indicated using the normal table. -Between $\mathrm{z}=-1.3$ and $\mathrm{z}=-0.4$

Find the standard normal-curve area indicated using the normal table. -To the left of $z=0.67$

Find the standard normal-curve area indicated using the normal table. -To the left of $z=-0.54$

If a random variable has the normal distribution with $\mu=30$ and $\sigma=5$ , find the probability that it will take on the indicated value. -Less than 32

If a random variable has the normal distribution with $\mu=30$ and $\sigma=5$ , find the probability that it will take on the indicated value. -Between 31 and 35

If a random variable has the normal distribution with $\mu=30$ and $\sigma=5$ , find the probability that it will take on the indicated value. -Between 24 and 28

Find the following $z$ values. -z_0.05

Find the following $z$ values. -z_0.45

Find the following $z$ values. -z_0.65

Find the following $z$ values. -z_0.90

Find $z$ if the normal curve area to the right of $z$ is 0.8997 .

Find $z$ if the normal curve area to the left of $z$ is 0.1611 .

A normal distribution has mean $\mu=60$ . If $15.87 \%$ of the area under the curve is to the left of 54 , find the area to the right of 64.

A normal distribution has mean $\mu=60$ . If $15.87 \%$ of the area under the curve is to the left of 54 , find the area between 58 and 63 .

The number of ounces of soda that a vending machine dispenses per cup is normally distributed with a mean of 12 ounces and a standard deviation of 4 ounces. -Find the number of ounces above which $80 \%$ of the dispensed sodas will fall. Round to the nearest tenth.