To determine which two factors have an inverse relationship, let's analyze the choices provided.

1. **Force and Acceleration**:
According to Newton's Second Law $ F = ma $, where $ F $ is force, $ m $ is mass, and $ a $ is acceleration, force and acceleration are directly related when mass is constant. Thus, they do not have an inverse relationship.

2. **Force and Mass**:
Again, from Newton's Second Law, increasing mass while keeping force constant results in a decrease in acceleration, but does not indicate that force and mass have an inverse relationship themselves.

3. **Mass and Gravity**:
The force of gravity depends on mass (as expressed in the formula $ F = G \frac{m_1 m_2}{r^2} $), where $ m_1 $ and $ m_2 $ are the masses of two objects. While gravity pulls on mass, this relationship is more of a direct correlation rather than inverse.

4. **Mass and Acceleration**:
Referring back to $ F = ma $, if mass increases and force remains constant, acceleration decreases, indicating an inverse relationship between mass and acceleration.

### Final Answer
The two factors that have an inverse relationship are **mass and acceleration**.

Question

To determine which two factors have an inverse relationship, let's analyze the choices provided.

1. **Force and Acceleration**:
   According to Newton's Second Law $ F = ma $, where $ F $ is force, $ m $ is mass, and $ a $ is acceleration, force and acceleration are directly related when mass is constant. Thus, they do not have an inverse relationship.

2. **Force and Mass**:
   Again, from Newton's Second Law, increasing mass while keeping force constant results in a decrease in acceleration, but does not indicate that force and mass have an inverse relationship themselves.

3. **Mass and Gravity**:
   The force of gravity depends on mass (as expressed in the formula $ F = G \frac{m_1 m_2}{r^2} $), where $ m_1 $ and $ m_2 $ are the masses of two objects. While gravity pulls on mass, this relationship is more of a direct correlation rather than inverse.

4. **Mass and Acceleration**:
   Referring back to $ F = ma $, if mass increases and force remains constant, acceleration decreases, indicating an inverse relationship between mass and acceleration.

### Final Answer
The two factors that have an inverse relationship are **mass and acceleration**.

Knowee AI · Accepted Answer

To determine which two factors have an inverse relationship, let's analyze the choices provided.

1. **Force and Acceleration**:
   According to Newton's Second Law $ F = ma $, where $ F $ is force, $ m $ is mass, and $ a $ is acceleration, force and acceleration are directly related when mass is constant. Thus, they do not have an inverse relationship.

2. **Force and Mass**:
   Again, from Newton's Second Law, increasing mass while keeping force constant results in a decrease in acceleration, but does not indicate that force and mass have an inverse relationship themselves.

3. **Mass and Gravity**:
   The force of gravity depends on mass (as expressed in the formula $ F = G \frac{m_1 m_2}{r^2} $), where $ m_1 $ and $ m_2 $ are the masses of two objects. While gravity pulls on mass, this relationship is more of a direct correlation rather than inverse.

4. **Mass and Acceleration**:
   Referring back to $ F = ma $, if mass increases and force remains constant, acceleration decreases, indicating an inverse relationship between mass and acceleration.

### Final Answer
The two factors that have an inverse relationship are **mass and acceleration**.

Which two factors have an inverse relationship?Group of answer choicesforce and accelerationforce and massmass and gravitymass and acceleration

Question

Which two factors have an inverse relationship?

Solution

Final Answer

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