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Megan is planning a scavenger hunt for her friends. The number of friends taking part determines how many teams there will be. $\newline$ $f =$ the number of friends $\newline$ $t =$ the number of teams $\newline$ Which of the variables is independent and which is dependent? $\newline$ Choices: $\newline$ (A) $t$ is the independent variable and $f$ is the dependent variable $\newline$ (B) $f$ is the independent variable and $t$ is the dependent variable

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Identify independent and dependent variables

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Q. Megan is planning a scavenger hunt for her friends. The number of friends taking part determines how many teams there will be.

\newline

f =

the number of friends

\newline

t =

the number of teams

\newline

Which of the variables is independent and which is dependent?

\newline

Choices:

\newline

(A)

t

is the independent variable and

f

is the dependent variable

\newline

(B)

f

is the independent variable and

t

is the dependent variable

Identify Variables: In this context, the independent variable is the one that can be changed or controlled, while the dependent variable is the one that depends on the independent variable. We need to determine which variable influences the other.
Determine Relationship: Since the number of teams ( $t$ ) is likely determined by the number of friends ( $f$ ) participating in the scavenger hunt, the number of friends is the independent variable. This is because Megan can decide how many friends she invites, and based on that, she will form the teams.
Assign Variables: Therefore, the number of teams ( $t$ ) is the dependent variable because it depends on the number of friends ( $f$ ). If Megan invites more friends, she might form more teams, and if fewer friends participate, there will be fewer teams.

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