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1. Mark a point at the intersection of two rulings. The lattice point. Seven units to the right and four units up, mark another. Use a ruler to find the distance from one point to the other, using the distance between two parallel rulings as the unit. What degree of accurancy can be guaranteed?
2. Mark a lattice point. Four untis ot the left and seven units down, mark another. Use a ruler to find the distance form one point to the other.
3. What is the distance from point (4,2) to the point (-3,-2)? Explain the method used.
Evaluate the dimensions of the rectangle of maximum area that can be inscribed in a ellipse
Find the expected value (to you) of the game. If you play one game would you expect to win or lose the game? Explain.
Test at the 5% level of significance.
Multiple regression equation
Write the fitted regression equation.
Probability of creating a mini license plate with an R. A mini license plate for a toy car must consist of a letter followed by two numbers. Each letter must be an R, U or N. Each number must be a 2 or 6
what is the probability that one of these resistors picked at random will have a resistance of 16 ohms or more?
Evaluate the equation of the standard rectangular hyperbola and equation of the tangent and normal at a point to rectangular Hyperbola
Probability : Percentage of Defective Chips and Normal Distribution, A student needs 12 chips of a certain type to build a circuit. It is known that 5% of these chips are defective.
Factoring is the problem of computing, on input a positive integer n, a factorization of n in terms of prime powers
Show that the mass, momentum, and energy are constants of motion (invariants) for the KdV equation by direct differentiation with respect to time.
Create a joint probability table
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