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Suzie owns a car and moped. She can afford 14 gallons of gasoline to be split between the car and the moped. Suzie's car gets 30 mpg and, with the fuel currently in the tank, can hold at most an additional 12 gallons of gas. Her moped gets 100 mpg and can hold at most 4 gallons of gas. How many gallons of gasoline should each vehicle use if Susie wants to travel as far as possible? What is the maximum number of miles that she can travel?
1 the ordered pair x y is a subset of x y. justify your
the governor of a large northeastern state is trying to decide whether to veto a bill that she opposes that has been
one advantage of the repeated measures anova is that it eliminates individual differences as a source of variability.
If the temperature remains the same and the wind increases by more than 10 mph, the wind chill factor drops an additional 13°. What is the wind chill factor when the temperature is 0° and the wind is blowing at 35 mph?
the length of a rectangular shed must be 4 meters more than the width and the perimeter must be at least 120 meters. What is the range of values for the width?
A drawer contains n=5 different and distinguishable pairs of socks (a total of 10 socks). If a person randomly selects 4 socks, what is the probability that there is no matching pair in the sample?
farmer jones and his wife dr. jones decide to build a fence in their field to keep the sheep safe. since dr. jones is a
An army cadet is involved in a compass exercise. He leaves point O and walks 50m due west to point A. He then walks 80m due north to point B and finally 60m on a bearing of 320 deg to point C.
Square miles in New Mexico.
The demand function is: D(q) = 300/[4q+3] per unit. Find the total mount of money consumers are willing to spend to get 10 units of the commodity.
In a survey, 55% of the voters support a particular referendum. If 20 voters are chosen at random, and X is the number of voters that support this referendum, find the standard deviation of X.
Suppose A(3,-1,0) and B(-4,-2,3) are 2 points in 3-space. Find a vector with the following three characteristics: initial point at the origin, collinear but in the opposite direction of vector AB , length 3
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