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Suppose that you wish to construct a telescope that can resolve features 7.0km across on the moon.383, 000 km away. You have a 2.0-m-focal-length objective lens whose diameter is 11.0cm. What focal -length eyepiece is needed if your eye can resolution objects 0.10mm apart at a distance of 25cm? What is the resolution limit (radians) set by the size of the objective lens (that is bi diffraction)? Use ?= 550nm.
For what values or range of values are the following functions undefined
Two cars leave an intersection at the same time, one traveling north and the other traveling east. Some time later, they are 20 miles apart, and the car going east has traveled 4 miles further than the other car.
Prove the following vector calculus identity in R 3 , where f is a twice continuously di erentiable scalar eld and F is a twice continuously di erentiable vector fi eld
Find the future value of an ordinary annuity that has $270 monthly payments for 9 years if the account receives 3 3/4% interest.
A rancher has 360 feet of fencing and wants to enclose a rectangular field and then divide it into two equal pastures with an internal fence parallel to one of the rectangular sides. What is the maximum area of each pasture?
Finding the difference of the side lengths of a triangle - Find the smallest possible value of BC - AB?
If the school cafeteria serves meat loaf, there is a 70% chance that they will serve peas. If they do not serve meat loaf, there is a 30% chance that they will serve peas anyway.
to find the rate of increment in the height of conical pile at a particular point using differentiation.sand is poured
optimization, A force of 200 pounds acts on the bracket shown in the figure. Determine the vector AB and the vector F representing the force. Find the magnitude of the moment about A by evaluating Ab multiplied F.
To avoid creating a backlog, all cases must be handled by the end of December. Formulate a linear program that can be used to determine how many Judges the city needs.
Graph the functions y=x and y= square root of x on the same graph (by plotting points if necessary). Show the points of intersection of these two graphs.
Find the y-coordinate of the point (3+h, ) if this point lies on the graph of the function F(x) = (3/x) - x the y-coordinate of the point is.
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