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you have 240 feet of fencing to form two adjacent rectangular corrals. each coral has an area of 1000 square feet, find the possible dimensions of each corral.
Suppose that you are dealt a hand of 9 cards from a standard deck of 52 playing cards. What is the probability that you are dealt exactly 3 kings? What is the probability that you are dealt 9 cards of the same suit?
The average of two numbers, a and b, is given. The average is 75 one number is 91, what is the other number? Please show all work.
A company manufactures CD players. The quality control department checks 600 CD players and discovers that 12 of them are defective. What is the probability that a CD player is not defective?
Find the force exerted by the water against the gate (w = 62.4).
Use the root test to show that a geometric series converges only if its ration has absolute value less than 1, or its initial term is 0
a surveyor locates a point C on land such that CAB = 48.8°. He also measures CA as 317 ft and CB as 527 ft. Find the distance between A and B.
A chemist need 180 milliliters of a 40% solution but has only 28% and 46% solutions available. Find how many mililiters of the 46% solution you will need to get the desired solution.
In an election between two candidates, 570 votes were cast. If the winner received 230 more votes than the loser, how many votes did the loser receive?
a motorboat can contain a constant speed of 38 mph relative to the water. the boat makes a trip upstream to a certain point in 42 minutes; the return trip is 34 minutes. what is the current?
A regression analysis
Suppose that a license plate must contain a sequence of two-letters followed by four-digits, or three-letters followed by three-digits.
A circle is the set of points that lie at a constant distance from one point, the center of the circle. This solution explains the equation of a circle with a center point that can exist anywhere on the coordinate plane.
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