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You can compare your reaction time with that of a friend by catching a ruler that is dropped between your fingers. Let a friend hold the ruler as shown and you snap your fingers as soon as you see the ruler released. The number of centimeters that pass through your fingers depends on your reaction time. You can express the result in fractions of a second by rearranging $d=1 / 2 g t^{2}$ . Expressed for time, it is $t=\sqrt{2} d l g=0.045 \sqrt{d}$ where $d$ is in centimeters.
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Here, $x_2$ is the final position, $x_1$ is the initial position, $v_1$ is the initial velocity, $a$ is the acceleration and $t$ is the time. Show more…
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Measure Your Reaction Time Here's something you can try at home - an experiment to measure your reaction time. Have a friend hold a ruler by one end, letting the other end hang down vertically. At the lower end, hold your thumb and index finger on either side of the ruler, ready to grip it. Have your friend release the ruler without warning. Catch it as quickly as you can. Part A If you catch the ruler 9.0 cm from the lower end, what is your reaction time? Express your answer using two significant figures.
Here's something you can try at home-an experiment to measure your reaction time. Have a friend hold a ruler by one end, letting the other end hang down vertically. At the lower end, hold your thumb and index finger on either side of the ruler, ready to grip it. Have your friend release the ruler without warning. Catch it as quickly as you can. If you catch the ruler 5.2 $\mathrm{cm}$ from the lower end, what is your reaction time?
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