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Shape
H is a translation of shape
G by 4 squares to the right and 3 squares down.
Complete the sentence below to describe the translation of shape to shape
G.
Shape
G is a translation of shape
H by
◻ square(s) to the left/right and
◻ square(s) up/down.
< Previous
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Shape $\mathrm{H}$ is a translation of shape $\mathrm{G}$ by $4$ squares to the right and $3$ squares down. $\newline$ Complete the sentence below to describe the translation of shape to shape $\mathrm{G}$ . $\newline$ Shape $\mathrm{G}$ is a translation of shape $\mathrm{H}$ by $\square$ square(s) to the left/right and $\square$ square(s) up/down. $\newline$ < Previous $\newline$ Watch video

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Interpret regression lines

Full solution

Q. Shape

\mathrm{H}

is a translation of shape

\mathrm{G}

by

4

squares to the right and

3

squares down.

\newline

Complete the sentence below to describe the translation of shape to shape

\mathrm{G}

.

\newline

Shape

\mathrm{G}

is a translation of shape

\mathrm{H}

by

\square

square(s) to the left/right and

\square

square(s) up/down.

\newline

< Previous

\newline

Watch video

Translate Shape H: If shape H is translated $4$ squares to the right and $3$ squares down from shape G, then to go from shape H to shape G, we need to do the opposite. So, we translate $4$ squares to the left and $3$ squares up.
Fill in Blanks: Now, let's fill in the blanks for the sentence. Shape $G$ is a translation of shape $H$ by $4$ square(s) to the left and $3$ square(s) up.

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Question

Read the following description of a data set. Rod Diamond is a singer who appeals to an older demographic. For a comedy segment on a late night show, he asked random people on the street how old they were and how many of his songs they could name, if any. Rod noted the age of each person he spoke with,

x

, and the number of songs each could name,

y

. The least squares regression line of this data set is:

y = 0.886x - 23.764

Complete the following sentence: The least squares regression line predicts that if a person is one year older, they will be able to name

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Each of these relationships reflects a correlation. Which relationship most likely reflects both correlation and causation?

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\newline

\text{(A)Taking your temperature more often is associated with using more cough drops.}

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\text{(B)Having colds more often is associated with using more tissues.}

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\text{(C)Eating chicken soup more often is associated with drinking more green tea.}

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Question

A large truck, traveling

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miles per hour, carries a letter from the central post office to the local post office. The letter is then loaded onto a local vehicle, which travels at an average speed of

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a

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b

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b

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1

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\frac{30}{60} a+\frac{10}{60} b=24

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\frac{60}{30} a+\frac{60}{10} b=24

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30 a+10 b=24

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Question

Phytoremediation is the use of plant growth to purify pollutants from soil, water, or air. Suppose that a crop of brake ferns can remove

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(\mathrm{mg})

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20

20

weeks, the ferns are harvested and a new crop is planted. If

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per square meter of the pollutant down to healthy levels of

5 \mathrm{mg}

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\newline

1

\newline

170-20 c=5

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170+20 c=5

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170-15 c=5

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170+15 c=5

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Question

Vicente surveyed a random sample of New Mexico residents ages

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1

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(A) New Mexico residents

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(B) Albuquerque, New Mexico residents

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(C) New Mexico residents ages

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Question

A writer for a high school newspaper is conducting a survey to estimate the number of students that will vote for a particular candidate in an upcoming student government election. All students at the high school are eligible to vote in the election, and the writer decides to select a sample of students to take the survey. Which of the following sampling methods is most likely to produce valid results?

\newline

1

\newline

(A) Survey every fifth student to enter the school library.

\newline

(B) Survey every fifth student to arrive at school one morning.

\newline

(C) Survey every fifth senior to arrive at school one morning.

\newline

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Question

In which of the following scenarios can the decline of Littleroot Town's population be described as linear?

\newline

1

\newline

2.5 \%

of the current population leaves Littleroot Town.

\newline

(B) Each year, an increasing number of people leave Littleroot Town.

\newline

(C) Each year, a decreasing number of people leave Littleroot Town.

\newline

(D) Each year, a constant number of people leave Littleroot Town.

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Question

Based on her research, Aria estimates that

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\newline

1

\newline

70 \%

80 \%

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70 \%

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74.5 \%

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3 \mathrm{~kg}

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The rhino gained

12 \mathrm{~kg}

between January and February.

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2 \mathrm{~kg}

between January and February.

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The penguin gained

4 \mathrm{~kg}

between January and February.

\newline

Which animal had the least amount of change in weight?

\newline

1

\newline

\newline

\newline

\newline

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Question

A small accounting firm has

4

accountants who each earn a different salary between

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000

58

000

dollars. For extra help during tax season, they hire a

5^{\text {th }}

accountant who earns

10

000

dollars. [Show data].

\newline

How will hiring the

5^{\text {th }}

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1

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(A) Both the mean and median will decrease, but the median will decrease by more than the mean.

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(B) Both the mean and median will decrease, but the mean will decrease by more than the median.

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(C) The mean will decrease, and the median will increase.

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