New Notes Blog: Find the distance traveled by a baseball in 1.7 s if the baseballs average speed is 22.4 m/s

Monday, 28 April 2014

Find the distance traveled by a baseball in 1.7 s if the baseballs average speed is 22.4 m/s

Take note that average speed can be computed using the formula

$\displaystyle{s}_{{{a}{v}{g}}}=\frac{{{t}{o}{t}{a}{l}.{d}{i}{s}{\tan{{c}}}{e}.{c}{o}{v}{e}{r}{e}{d}}}{{{t}{o}{t}{a}{l}.{t}{i}{m}{e}.{t}{a}{k}{e}{n}}}$

Plugging in the given values, the formula becomes

$\displaystyle{22.4}\frac{{m}}{{s}}=\frac{{{d}{i}{s}{\tan{{c}}}{e}}}{{{1.7}{s}}}$

Isolating the distance, the equation turns into

$\displaystyle{22.4}\frac{{m}}{{s}}\cdot{1.7}{s}={d}{i}{s}{t}{a}{n}{c}{e}$

$\displaystyle{33.08}{m}={d}{i}{s}{t}{a}{n}{c}{e}$

Therefore, the baseball has a traveled a total distance of 33.08 meters.

Take note that average speed can be computed using the formula

$\displaystyle{s}_{{{a}{v}{g}}}=\frac{{{t}{o}{t}{a}{l}.{d}{i}{s}{\tan{{c}}}{e}.{c}{o}{v}{e}{r}{e}{d}}}{{{t}{o}{t}{a}{l}.{t}{i}{m}{e}.{t}{a}{k}{e}{n}}}$

Plugging in the given values, the formula becomes

$\displaystyle{22.4}\frac{{m}}{{s}}=\frac{{{d}{i}{s}{\tan{{c}}}{e}}}{{{1.7}{s}}}$

Isolating the distance, the equation turns into

$\displaystyle{22.4}\frac{{m}}{{s}}\cdot{1.7}{s}={d}{i}{s}{t}{a}{n}{c}{e}$

$\displaystyle{33.08}{m}={d}{i}{s}{t}{a}{n}{c}{e}$

Therefore, the baseball has a traveled a total distance of 33.08 meters.

New Notes Blog

Monday, 28 April 2014

Find the distance traveled by a baseball in 1.7 s if the baseballs average speed is 22.4 m/s

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In "By the Waters of Babylon," under the leadership of John, what do you think the Hill People will do with their society?

Monday, 28 April 2014

Find the distance traveled by a baseball in 1.7 s if the baseballs average speed is 22.4 m/s

No comments:

Post a Comment

In &quot;By the Waters of Babylon,&quot; under the leadership of John, what do you think the Hill People will do with their society?

In "By the Waters of Babylon," under the leadership of John, what do you think the Hill People will do with their society?