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In each of three trials of an investigation, a single force is applied to a mobile. Each time, the mobile acquires a different...Asked by unknown 2.0
In each of three trials of an investigation, a single force is applied to a mobile. Each time, the mobile
acquires a different acceleration. The table shows the relationship between the acceleration and the
acting force.
Force (N)
1.2
0.7
1.6
Acceleration (m/s2)
4.8
2.8
6.4
Which phrase best describes a graph that would represent the relationship shown in the table?
answers:
an upward-sloping line drawn on a graph with acceleration shown on the x-axis and force shown on the y-
axis
a downward-sloping line drawn on a graph with acceleration shown on the y-axis and force shown on the x-
axis
an upward-sloping line drawn on a graph with acceleration shown on the y-axis and force shown on the x-
axis
a downward-sloping line drawn on a graph with acceleration shown on the x-axis and force shown on the y-
axis
acquires a different acceleration. The table shows the relationship between the acceleration and the
acting force.
Force (N)
1.2
0.7
1.6
Acceleration (m/s2)
4.8
2.8
6.4
Which phrase best describes a graph that would represent the relationship shown in the table?
answers:
an upward-sloping line drawn on a graph with acceleration shown on the x-axis and force shown on the y-
axis
a downward-sloping line drawn on a graph with acceleration shown on the y-axis and force shown on the x-
axis
an upward-sloping line drawn on a graph with acceleration shown on the y-axis and force shown on the x-
axis
a downward-sloping line drawn on a graph with acceleration shown on the x-axis and force shown on the y-
axis
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To determine the best description of the graph based on the relationship between force and acceleration provided in the table, we can look at the data:
1. When the force is 1.2 N, acceleration is 4.8 m/s²
2. When the force is 0.7 N, acceleration is 2.8 m/s²
3. When the force is 1.6 N, acceleration is 6.4 m/s²
This suggests a direct relationship between force and acceleration: as the force increases, the acceleration also increases.
For the graph:
- If we plot acceleration on the y-axis and force on the x-axis, we would expect an upward-sloping line since both variable increase together.
Therefore, the correct description is:
**an upward-sloping line drawn on a graph with acceleration shown on the y-axis and force shown on the x-axis.**
1. When the force is 1.2 N, acceleration is 4.8 m/s²
2. When the force is 0.7 N, acceleration is 2.8 m/s²
3. When the force is 1.6 N, acceleration is 6.4 m/s²
This suggests a direct relationship between force and acceleration: as the force increases, the acceleration also increases.
For the graph:
- If we plot acceleration on the y-axis and force on the x-axis, we would expect an upward-sloping line since both variable increase together.
Therefore, the correct description is:
**an upward-sloping line drawn on a graph with acceleration shown on the y-axis and force shown on the x-axis.**
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