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Problem1)
What is the number of ways to color n objects with 3 colors if every color must be used at least once?
problem2)
prove that for any three sets A,B,C ;((AB) U (BA))^ C = ((A^C) U (B^C)) (A^B^C) ^ means intersection
The graceful tree conjecture states that every tree is graceful. Prove that every path is graceful. Prove that every star K(1,n) is graceful. Show that every tree of order 6 is graceful.
In how many ways can a black rook and a white rook be placed on different squares of a chess oard such that neither is attacking the other? (In other words, they cannot be in the same row or the same column of the chess board. A standard chess boa..
Problem: A company makes specialty calculators at two plants. The eastside plant can produce 80 nursing calculators and 40 business calculators in one day at a total cost of $500. The west side plant can produce 40 nursing calculators and 40 business
write an expression that represents the lateral area
Word problems on linear equation.
A shipping company is shipping cargo by truckloads. The number of miles per gallon the truck averages goes down as the weight of each load goes up.
Solve linear equation
find the equation of a line that passes through the point 07 that is perpendicular to the line with the equation y
Find the remainder when x^3+2x^2+5 is divided by x+2. Find the equation of the line passing through the point (2,-4) and having a slope of -3. Give your answer in slope-intercept form, y=mx+b
Determine which numbers are solutions to the given equality
Leon drove 270 to the lodge in the same time as Pat drove 330 miles to the lodge. If Pat drove 10mph faster than Leon, how fast did each of them drive?
Set up the equation to solve the equation.
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