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Naddik [55]
3 years ago
14

Who yall think gonna win Seahawks or Vikings? Seahawks all the way

Physics
2 answers:
stepladder [879]3 years ago
7 0

Answer:

seahawks

Explanation:

yes they r gud

myrzilka [38]3 years ago
3 0

Answer:

Seahawks

Explanation:

THEY ARE THE BEST TEAM!!!

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Why is there a wet climate on the windward side of a tall mountain and a dry climate on the leeward side?
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One side of the mountain that has constant wind and rain blowing onto it, is more likely to catch what is falling than the other side leaving it dryer.

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Speed is a measure of ___ over ____
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distance divided by time

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A mass weighing 30 lbstretches a spring . The mass is also attached to a damper with coefficient . Determine the value of for wh
LUCKY_DIMON [66]

Answer:

the damping coefficient when the system is critically damped is 13.42 lb s/ft.

Explanation:

The directions are missing the last part, which is:

"A mass weighing 30 lb stretches a spring 7.5 in. The mass is also attached to a damper with coefficient γ. Determine the value of γ for which the system is critically damped. Assume that g = 32 \cfrac {ft}{s^2}

Round your answer to three decimal places."

The spring system is determined by the following differential equation

my''+\gamma y'+ky=0

where \gamma is the damping coefficient, thus it is critically damped when the system transitions from real to complex solutions that happens at

\gamma_^2 -4km=0

Solving for the damping coefficient.

\gamma^2 = 4km\\ \gamma = \sqrt{4km}

where the spring constant k is given by

k = \cfrac{mg}{L}\\k = \cfrac wL\\

And the mass is given by

mg = w\\ m = \cfrac wg

So the damping coefficient will be

\gamma = \sqrt{4\cfrac wL \cfrac wg}\\\gamma = \sqrt{4\cfrac {w^2}{gL}}

Replacing the given information we have:

\gamma = \sqrt{4\cfrac {(30\, lbs)^2}{32\cfrac{ft}{s^2}0.625 ft}

Thus we get

\gamma = 13.42 \cfrac{lb \cdot s}{ft}

The value of the damping coefficient when the system is critically damped is 13.42 lb s/ft.

4 0
3 years ago
Make sure you explain it well to receive brainliest. Thank You
Taya2010 [7]

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It's basically the intensity and frequency of going up and down.

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The mouse, for example, isn't doing it very high, but is doing it pretty quick.

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you would be paying $1845.26

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