Kendle wants to play several games of laser tag. She has $35 to play g games. Each game of laser tag costs $5. Select the equation that matches this situation. Choose 1 answer: (A) (5)/(35)=g (B) (35)/(5)=g (C) g=5×35

Calculate Number of Games: Kendle has a total of $35 to spend on playing laser tag games, and each game costs $5. We need to find the equation that represents the number of games, g, she can play with her $35. To find the number of games she can play, we divide the total amount of money she has by the cost per game. Calculation: $35 ÷ $5 = gCheck Given Options: Now we check the given options to see which one matches our calculation. Option (A) (5)/(35)=g is incorrect because it suggests dividing the cost per game by the total amount of money, which does not give us the number of games. Option (B) (35)/(5)=g is correct because it represents the total amount of money divided by the cost per game, which gives us the number of games. Option (C) g=5×35 is incorrect because it suggests multiplying the cost per game by the total amount of money, which would give us a much larger number that does not represent the number of games she can play.

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Kendle wants to play several games of laser tag. She has
$35 to play
g games. Each game of laser tag costs
$5.
Select the equation that matches this situation.
Choose 1 answer:
(A)
(5)/(35)=g
(B)
(35)/(5)=g
(C)
g=5×35

Kendle wants to play several games of laser tag. She has $\$ 35$ to play $g$ games. Each game of laser tag costs $\$ 5$ . $\newline$ Select the equation that matches this situation. $\newline$ Choose $1$ answer: $\newline$ (A) $\frac{5}{35}=g$ $\newline$ (B) $\frac{35}{5}=g$ $\newline$ (C) $g=5 \times 35$

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Q. Kendle wants to play several games of laser tag. She has

\$ 35

to play

g

games. Each game of laser tag costs

\$ 5

\newline

Select the equation that matches this situation.

\newline

Choose

1

answer:

\newline

(A)

\frac{5}{35}=g

\newline

(B)

\frac{35}{5}=g

\newline

(C)

g=5 \times 35

Calculate Number of Games: Kendle has a total of $\$35$ to spend on playing laser tag games, and each game costs $\$5$ . We need to find the equation that represents the number of games, $g$ , she can play with her $\$35$ . To find the number of games she can play, we divide the total amount of money she has by the cost per game. Calculation: $\$35 \div \$5 = g$
Check Given Options: Now we check the given options to see which one matches our calculation. $\newline$ Option (A) $\frac{5}{35}=g$ is incorrect because it suggests dividing the cost per game by the total amount of money, which does not give us the number of games. $\newline$ Option (B) $\frac{35}{5}=g$ is correct because it represents the total amount of money divided by the cost per game, which gives us the number of games. $\newline$ Option (C) $g=5\times35$ is incorrect because it suggests multiplying the cost per game by the total amount of money, which would give us a much larger number that does not represent the number of games she can play.