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melissa bakery is preparing for the coming thanksgiving festival the bakery plans to bake and sell its favourite
a pair of dice are rolled find the followinga the odds against doubles the same number on both diceb the probability of
in quantum mechanics you will work with the following differential equationu2n1-x2u 0show that the substitution ux
1draw a normal probability distribution bell curve on a piece of paper and mark the center line mean no need to send me
problem 1suppose a manufacturing company makes a certain item the time to produce each item is normally distributed
the shelf life of a digital storage device is normally distributed with mean 10 years and standard deviation 2 years
you have graduated from college and have been working hard to get established in your field you eventually land a
let r be a relation on all real numbers x y such that x is related to y if and only if x2 lt y2 is r antisymmetric
say whether or not r is a partial order and a total order on a show proofa abc r
linear partial differential equation iinon- homogeneous linear partial differential equation with constant
suppose that a string of length l is held fixed at one end and is being moved up and down say with a displacement of ft
a1 suppose that a random variable x has a binomial distribution with parameters n and p find e13xa2 in a particular
using laplace transforms solve the following problems1 find yt if y 2y y 3 cos 2t with y0 y0 y0 y0 please show
solve problems 1 and 2 using laplace transforms with initial conditions1 x-2y1 xy-x0 x0y002 x2y-y1 2xy0
consider the helmholtz partial differential equationu subscript xx u subscript yy k2u 0where uxy is a function of two
a gmat test center reports that out of 200 students who took a gmat test at the test center 60 scored above 600a derive
y 12 - x2x when y01find the exact solution of o ltltnote i dont know how to put in a zero with a line going across to
1 a die with three sides 123 is tossed two times let x equal the maximum of two observations and let y equal the
sketch the direction fields for the following odesmake use of isoclines wherever possiblea y y - x 1b y 2xc y y -
state if the equation is separable or homogeneousx2 y2 dydx
here is the problemfind the center of mass of the region bounded by the parabola y 8 -2x2 and the x-axisa if the
1 the array below shows the number of days required for approval for a random selection of small business loan
find all solutions to the ode yy 1-y2 sin x when dividing by 1-y2 be careful that you dont lose any solutionsnote y2 y
find y as a function of x ifx2y 19xy 81y x2y1 9 y1 -3hint first assume that at least one solution to the