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Rashid has a monthly salary that is $320 more than Devi. Each of them spends $670 every month and saves the rest. After a few months, Rashid managed to save $6795 but Devi only saved $3915.
a) How many months did they take to save the given amount of money?
b) What is Devi's monthly salary?
eet over a horizontal distance of 456 feet. Find the slope of the path. Round your answer to two decimal places.
6.2.3 Determine whether the following statements are true or false (in (b), the symbol ( means 'proper subset'). Justify your answers. (a) If f7g 2 P(A), then 7 2 A and f7g 2/ A. (b) Suppose that A, B and C are sets such that A ( P(B) ( C and jAj = 2..
Find the distance of the point (1,2,3) from the line x=y=z. Find the distance between the lines x-1=2y=z and x=-t+3y, y=3t, z=5.
Car license plates in California take the form of 1RTY345. If zero cannot be used in the first position and repeats are allowed in the other 6 positions, how many license plates are possible?
Graph the function and determine its domain and range. Choose the correct graph of the function.
Evaluate the following criteria, in order of importance to you, in regard to the workplace: material wealth, success, career satisfaction, and work-life. Determine whether or not you believe there is a way to balance them.
question 1 a company has three new machines of different types. there are four different plants that could receive the
If a roll of paper with inner radius 2 cm and outer radius 10 cm has about 10 thicknesses per centimeter, approximately how long is the paper when unrolled?
Suppose u and v are non-parallel unit vectors, a=u+sqrt(3)v and b=u-sqrt(3)v. If the angle theta between u and v are the same as that between a and b, find cos theta.
A particle starts at the point (-4, 0), moves along the x-axis to (4, 0), and then along the semicircle y = √16 - x2 to the starting point. Use Green's Theorem to find the work done on this particle by the force field F(x, y) = ‹9x, x3 + 3xy2›.
Find the values of the six trigonometric functions for the angle θ. Find the values of the six trigonometric functions for the angle θ. Assume a = 1, c = 4.
Determine a real-life example scenario for how to find the distance between two points.
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