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Find coordinates for the point of intersection of the line x + y=1 and 3px +2y=4. you will have to express your answer in terms of p
A liquid flows with a velocity of 3.28 feet per second through a pipe of cross-section area 250 cm2 and is collected in a tank. The density of the liquid is 1200 kg/m3. Calculate the mass in kilograms of the liquid collected in the tank in one min..
Construct an example in which Dominic is the winner under the Borda count method (using the standard point system), but Barclay is the Majority candidate.
a 4 ft by 6 ft picnic table on an outdoor patio measuring x ft by (x+2) ft. Find a polynimialfor the remaining open space on the patio in square feet.
at the age of 30 you decide to start saving money. at first you can only afford to deposit 200 per month. however at
a hundred squash balls are tested by dropping from a height of 100 inches and measuring the height of the bounce. a
which extends partway into foul territory, create an angle of 105 degrees with home plate. At $32.00 per foot, how much will the fence cost?
A 30cm pendulum traverses an arc of 15 cm. To the nearest degree, how many degrees of rotation did the pendulum swing?
Where does the normal line to the ellipse X^2-xy+y^2=3 at the point (-1,1) intercept the ellipse a second time?
Suppose f is a differentiable function of one variable. Show that all tangent planes to the surface z=xf(y/x) intersect in a common point.
Seventy five percent of the students grading from high school in a small farm town attend college. The towns Chamber of Commerce randomly slecets 30 recent graduates and determines whether or not they will attend college.
out of 300 computers, 22 are defective. how many defective computers would you expect in a group of 30,000.
Compute and interpret the meaning of the instaneous rate of change at t=11
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