You flip 3 coins. Let X, the random variable, be the number of tails on all three coins. Construct a probability distribution for this experiment.
A firm manufactures two products; the net profit on product 1 is Birr 3 per unit and Birr 5 per unit on product 2. The manufacturing process is such that each product has to be processed in two departments D1 and D2. Each unit of product1 requires processing for 1 minute at D1 and 3 minutes at D2; each unit of product 2 requires processing for 2 minutes at D1 and 2 minutes at D2. Machine time available per day is 860 minutes at D1 and 1200 minutes at D2. How much of product 1 and 2 should be produced every day so that total profit is maximum. (solve with graphical method)
The simple interest rate which is equal to a discount rate of 12% per year for a period of 18 months is ?
1. 10.32%
2. 0.12%
3. 12.00%
4. 14.36%
How do I work it out?
solve the equation in exact differentials
(2-9xy2)xdx+(4y2-6x3)ydy=0
solve the equation in exact differentials
2xydx+(x2-y2)dy=0
Solve the first order linear inhomogeneous differential equation using the bernoulli method
xy,-2y=2x4
Solve the first order linear inhomogeneous differential equation using the constant variation method
(2x+1)y,=4x+2y
Solve the first order linear inhomogeneous differential equation using the constant variation method
xy,-2y=2x4
Reduce the homogeneous equation to the separated one
(x+2y)dx-xdy=0
separate the differential equation into variables
(x2-1)y,+2xy2=0