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the width of a swimming pool in feet is a prime number greater than 10 the width and lenght of the pool are factors of 408 what are the dimentions of the pool.
jan buys 12 pens for $10. each pen costs the same amount of money . write a proportion to find the number of pens jan can buy for $15 . then solve your proportion for the numbers of pens.
Using graph paper, repeat this process from the last problem using different coordinates for P, Q, and R. How do these lengths MN and PQ compare now?
Explain whether the graph has a maximum or minimum point.
Probability - offspring, For a certain animal species, the probability that a female will have a certain number of offspring in a given year is given
The volume of a cone is 218 cubic centimeters and the height of the cone is 13 centimeters. What is the radius of the cone to the nearest whole number?
What is the probability, Pn where n = 1, 2, 3, that a little cube (one of the 64) picked at random will have n painted faces?
Find the height and radius of the largest right circular cylinder that can be out into a sphere of radius (square root of 3).
For which values of k are the following vectors u and v orthogonal? Let u,v be orthogonal unit vectors. Prove that d(u,v) = 2^(1/2)
Find the component form of the vector v that has an initial point at (1,-2,2) and a terminal point at (3,-3,0) find the component form of the vector w if ||w||=4 and points in the direction opposite v. hint: normalize v first.
Each week the company has 1200 pounds of peat, 800 pounds of perlite, and 600 pounds of organic material available. How many 20-pound bags of each mix should be packaged in order to maximize weekly profit?
Suppose that Phi (f) is an isomorphism. Is f then an isomorphism? Alternatively, suppose that Phi (G) and Phi (G')
Use properties of moduli to sow that when |z3| does not equal |z4|, Re(z1 + z2) / |z3 + z4|
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