t=(V)/( 1.1)+0.5 A cylindrical ceramic mug with a volume of V cups is filled with water and placed in a microwave oven of constant power. It takes approximately t minutes for the water to begin boiling as given by the equation. What does 1.1 mean in the equation? Choose 1 answer: (A) The volume of the ceramic mug can be a maximum of 1.1 cups. (B) Every 1.1 additional cups of water take 1 more minute to microwave and boil. (C) The time it takes to microwave and boil 1 additional cup of water is 1.1 minutes. (D) The minimum amount of time to microwave and boil any amount of water is 1.1 minutes.

Interpreting the Equation: The equation given is t=(V)/(1.1)+0.5. To understand what 1.1 means, we need to look at how it affects the time t when the volume V changes.Effect of Volume Increase: If we increase V by 1.1 cups, the time t will increase by 1 minute because the 1.1 is in the denominator. This is because t increases by 1 minute for every additional 1.1 cups of water.Understanding 1.1 Value: So, the correct interpretation of 1.1 in the equation is that every 1.1 additional cups of water take 1 more minute to microwave and boil.

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t=(V)/( 1.1)+0.5
A cylindrical ceramic mug with a volume of
V cups is filled with water and placed in a microwave oven of constant power. It takes approximately
t minutes for the water to begin boiling as given by the equation. What does 1.1 mean in the equation?
Choose 1 answer:
(A) The volume of the ceramic mug can be a maximum of 1.1 cups.
(B) Every 1.1 additional cups of water take 1 more minute to microwave and boil.
(C) The time it takes to microwave and boil 1 additional cup of water is 1.1 minutes.
(D) The minimum amount of time to microwave and boil any amount of water is 1.1 minutes.

$t=\frac{V}{1.1}+0.5$ $\newline$ A cylindrical ceramic mug with a volume of $V$ cups is filled with water and placed in a microwave oven of constant power. It takes approximately $t$ minutes for the water to begin boiling as given by the equation. What does $1$ . $1$ mean in the equation? $\newline$ Choose $1$ answer: $\newline$ (A) The volume of the ceramic mug can be a maximum of $1$ . $1$ cups. $\newline$ (B) Every $1$ . $1$ additional cups of water take $1$ more minute to microwave and boil. $\newline$ (C) The time it takes to microwave and boil $1$ additional cup of water is $1$ . $1$ minutes. $\newline$ (D) The minimum amount of time to microwave and boil any amount of water is $1$ . $1$ minutes.

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Math Problems

Grade 7

Evaluate two-variable equations: word problems

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t=\frac{V}{1.1}+0.5

\newline

A cylindrical ceramic mug with a volume of

V

cups is filled with water and placed in a microwave oven of constant power. It takes approximately

t

minutes for the water to begin boiling as given by the equation. What does

1

1

mean in the equation?

\newline

Choose

1

answer:

\newline

(A) The volume of the ceramic mug can be a maximum of

1

1

cups.

\newline

(B) Every

1

1

additional cups of water take

1

more minute to microwave and boil.

\newline

1

additional cup of water is

1

1

minutes.

\newline

(D) The minimum amount of time to microwave and boil any amount of water is

1

1

minutes.

Interpreting the Equation: The equation given is $t=\frac{V}{1.1}+0.5$ . To understand what $1.1$ means, we need to look at how it affects the time $t$ when the volume $V$ changes.
Effect of Volume Increase: If we increase $V$ by $1.1$ cups, the time $t$ will increase by $1$ minute because the $1.1$ is in the denominator. This is because $t$ increases by $1$ minute for every additional $1.1$ cups of water.
Understanding $1.1$ Value: So, the correct interpretation of $1.1$ in the equation is that every $1.1$ additional cups of water take $1$ more minute to microwave and boil.