The force applied is directly proportional to the stretch of a cell. If a force of 132 newtons stretches a cell 0.07 meters, what force would be needed to stretch a cell 0.1 meters? Round to the nearest tenth.
188.6 Newtons
1885.7 Newtons
136.0 Newtons
92.4 Newtons
<p>The force applied is directly proportional to the stretch of a cell. If a force of 132 newtons stretches a cell 0.07 meters, what force would be needed to stretch a cell 0.1 meters? Round to the nearest tenth.</p>
Correct Answer : A
In direct proportion relation we utilize the relationship as:
Variable∝ Variable 2
Thus from the given case,
Force∝ stretch
We introduce a constant term, K to remove the sign of proportionality as
Force=K* stretch
Let’s find the value of K, using Force=132 N and stretch of 0.07 m
132 N=K*0.07 m
K=132 N/0.07 m=1885.7 N/m
Now substitute this value of K in the following equation
Force=1885.7 N/m * stretch
For a stretch of 0.1 m, the force needed is
Force=1885.7 N/m * 0.1 m=188.57 N=188.6 N
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In direct proportion relation we utilize the relationship as:
Variable∝Variable 2
Thus from the given case,
Force∝stretch
We introduce a constant term, K to remove the sign of proportionality as
Force=K* stretch
Let’s find the value of K, using Force=132 N and stretch of 0.07 m
132 N=K*0.07 m
K=132 N/0.07 m=1885.7 N/m
Now substitute this value of K in the following equation
Force=1885.7 N/m * stretch
For a stretch of 0.1 m, the force needed is
Force=1885.7 N/m * 0.1 m=188.57 N=188.6 N
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