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A swimmer floats on the surface of a completely filled 10-foot deep pool for 5 seconds. He then takes 3 seconds to swim to the bottom of the pool and 2 seconds to return to the surface, where he then floats for another 5 seconds. After that, his watch slips off and he swims halfway to the bottom to grab it. It took him 1 second to grab the watch and another 1 second to swim back to the surface.
Draw a graph that models the swimmer's depth below the water's surface over time.
If they are taken out seven at a time, no eggs will be left over. Find the least number of eggs that could be in the basket.
there are 237 coins of the same type in two stacks. one stack is 504 millimeters tall. the other is 207 millimeters tall. find the thickness of one coin.
A guy wire is to be attached to the top of the tower and anchored at a point 55 ft downhill from the base of the tower. Find the shortest length of wire needed.
(1) A lottery is held to award tickets to this weekend's basketball games. The probability of winning a ticket to Friday night's game is pF. For Saturday night's game, the probability is pS. Assuming the contest for each night's tickets are run..
Find the value of k for which the equation has real and equal roots (k+4)x² + (k+1)x + 1 = 0,If -5 is a root of the quadratic equation 2x²+px-15=0 and the quadratic equation p(x²+x) + k = 0 has equal roots, find the value of k?
1. How to balance the performance objective of revenue growth and increased market share 2. Remediating the costly environmental issue caused by the company
Find the quotient. Be sure to use the long division method, do not use the factoring method. Show Work. (the 3 is up and to the right of the x) x3 + 512 ___________ = x + 8
question the formula f 1.2x 21.6 models income f in the thousands of dollars for a family of 4 in minnesota since
Find the length of the space curve
Billy goes cycling. His bike has wheels of diameter 70 cm. He has invented a counter for his bike, which counts the number of revolutions the wheels make. One day the counter shows 280 revolutions. How far has billy cycled? Show your answer to the..
what they represent in the context of the problem
A linear transformation L:V->V is said to be idempotent if L dot L = L. If L is idempotent, show that there exists a basis S={a1,a2,...,an} for V such that L(ai)=ai for i= 1,2,...,r
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