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Is the statement the five-hundred dollar guitar lives under the bed a hyperbole?
No.
How do you determine invariant points of a graph algebraically?
Invariants are points that remain the same under certain transformations. You could plug the points into your transformation and note that what does in is the same as what comes out. The details depend on the transformation.
A driver traveling at a speed of 21 ms tops a hill and spots a deer standing in the middle of the road 90 meters away He hits the brakes and panic stops the car in 8 seconds How far did the car travel?
Assuming that his acceleration was linear (ie. that he slowed down at a perfectly steady rate), then you can say his velocity at any point in those eight seconds was: 21 - t(21 / 8) m/s To get the distance covered in that time, you can simply take the area under that line between 0 seconds and eight seconds. Because it's linear, this is very easy. You're dealing with a right triangle that is 8 seconds wide and 21 meters per second tall. With a triangle, the area is equal to half it's width times it's height, so the equation is: d = 21m/s * 8s / 2 ∴d = 168m / 2 ∴d = 84m. So he traveled 84 meters in those 8 seconds, and probably scared the bejeebers out of that poor deer. Average speed = 21/2 m/s , Time =8 s, Distance = 8 x 21/2 = 84m
How long will it take to travel 100 feet at 55 mph?
55 mph is 55 x 5280 ie 290400 feet per hour This is 290400/3600 ie 802/3 feet per second 100 feet takes 100/802/3 ie just under 1¼ seconds
Is under an adverb?
Yes it is an adverb. Adverb of Place. Where? Under!
