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a room measures 16fy by 19 ft the ceiling is 9 ft above the floor a gallon of paint will cover 77.8 ft^2 how many gallons are needed to paint the room.
The limestone blocks from which an ancient pyramid was made weigh about 2 tons per cubic yards find the approximate wight of the pyramid having a square base of length 250 yards
The height of a door is 15 inches more than three times its width. What are the dimensions of the door if the perimeter is 246 inches?
How would you apply the concept of marginal probability to the significance of selling 5,000 units if the marginal probability of doing so is 85%?
A kite is 220 feet long from the kite to the ground. The string makes a 45 degree angle with the ground. About how high off the ground is the kite?
Let the random variable X be the number of healthy parrots in the sample. Find the probability distribution of X.
Determine which coin is the counterfeit coin in as few weightings as possible. Does your method also allow you to state whether the counterfeit coin is heavy or light?
Three forces acting at a point are in equilibrium. The forces are 980 lbs, 760 lbs. and 1220 lbs. Find the angles between the forces
Suppose an object is dropped from a height feet above the ground. Then its height, in feet, after seconds is given by . If a ball is dropped from 208 feet above the ground, how long does it take to reach ground level?
Graph the linear equation for the indicated values of the independent variable.Show this on a Graph as well as the formula
Let G be a group and H be a non-empty subset of G. We define H^2 as the set of elements of G which can be written in the form h_1 h_2, with h_1 ,h_2∈H.
for all x = (x1, x2), y = (y1, y2) ∈ V , α1, α2, β1, β2 some fixed real numbers, and scalar multiplication is the usual scalar multiplication. What values of α1 , α2 , β1 , β2 make V a vector space (over R).
Describe each of the following as an indexed family of sets. Here, pi denotes the coordinated xy-plane.
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