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Check whether or not the conicoid represented by 5x^2+4y^2-4yz+2xz+2x-4y-8z+2=0 is central or not.If it is,transform the equation by shifting the origin to the centre.Else,change any one coefficient to make the equation that of a central conicoid.
A jogger runs from her home to a point A, which is 6 km away. For there 6 km, she
begins by running at a constant speed till she reaches a hilly portion 2 km from her
home. Here her speed slows down while she runs up the hill, which is a 1-km run.
Then she speeds up while running down the hill. The last 2 km of the run are again at
constant speed. Draw a graph to show the jogger’s speed as a function of the distance
from her home. Also find the range of this function.
The original function used to model the cost of producing x PortaBoys Game Systems was
C(x) = 80x + 150.
While developing their newest game, Sasquatch Attack!, the makers of the PortaBoy revised their cost function using a cubic polynomial. The new cost of producing x PortaBoys is given by
C(x) = .03x3 − 4.5x2 + 221x + 250.
Market research indicates that the demand function
p(x) = −1.5x + 250
remains unchanged. Find the production level x that maximizes the profit made by producing and selling x PortaBoys. (Round your answer to the nearest whole number.)
The average life of a small motor is 10 years with a standard deviation of 2 years. The manufacturer replaces free all motors that fail while under guarantee. If the manufacturer is willing to replace only 3% of the motors that fail, how long a guarantee should he offer? Assume lifetimes are normally distributed.
If a set of observations is normally distributed, what percentage of the observations differ from the mean by
a. More than 1.3σ
b. Less than 0.52σ
2 men or 3 women can do a piece of work in 20 days working 8 hrs a day. Find the number of days required for 8 men and 4 women to complete the dame work working 7 1/2 hours?
Using Stokes' Theorem evaluate the line integral integrate at C F.dI where F= you+ xz^3 .j - zy^3 .k andC is circle x^2+.y^2=5 in the plane and=-3.
Using Green's Theorem evaluate the integral of area enclosed by at C(y^2 .dx +3 xydy) where C is a semi circle of radius 1 in the upper half plane, centered at origin.
Determine the direction in which the scalar field f(x,y)= xy^2 + x^3. y increase the fastest at the point (1, 2).
Calculate the work done by a force F=2xi+3yj in moving a particle once counterclockwise along the ellipse x^2/4 + y^2/9 =1 .what do you understand from the answer,?
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