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15 swallows flew 380 miles south to escape the cold. After resting for a day they flew another 800 miles towards the coast.
How many miles did each swallow fly? How many did they fly altogether?
Determine the domain and range of the variables and how your solutions for a and b be modified if y=ax²+bx+c is a revenue function
If the the two parellel sides of a trapezium is 11cm and 18cm .and the height is 10 cm. find the area of the trapezium.
Tabatha's parents bought a new house in Florida for $110,000. After 10 years, the value was $145,000. Using x as the number of years and y as the house value, graph the two points.
Conditional Probability: Ball Colour, An urn contains four coloured balls: two orange and two blue. Two balls are selected at random without replacement, and you are told that at least one of them is orange.
find the person's weight 800 miles above the surface of the Earth. Assume that the radius of the Earth is 4000 miles. Round your answer to the nearest whole pound. Show work.
In isosceles , B is the vertex. The measure of B can be represented as (8x+2). The measure of A can be represented as (9x-2). Find the measure of all three angles of the triangle. Be sure to name the angle with it's measurement (ex: angle A= ).
The cost C to produce x number of tennis rackets is The tennis rackets are sold wholesale for each, so revenue R is given by Find how many tennis rackets the manufacturer needs to produce and sell to break even.
Indicate, by checking the appropriate box, whether the given points below are on line 1 , on line 2 , on both line 1 and line 2 , or on neither one of the two lines:
A car left Shawnee at the same time traveling due east at 60 miles per hour. How much time will pass before the train and car are 405 miles apart?
A computer store has 50 printers of which 25 are laser printers and 25 are ink jet printers. If a group of 10 printers is chosen at random from the store, find the mean and variance of the number of ink jet printers.
Find the values of f(x) at which each of the following functions is discontinuous. Why is the function discontinuous at that value?
A2 b2 c2 . a3 b 3 c 3 Determinants and linear transformations Given a linear transformation T : Rn Rn . Then there exists a square matrix A such that T (x) = Ax. What is the signicance of det A in this situation?
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