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The world's tallest ferris wheel is in osaka, japan, and stands 369 feet tall. its wheel has a diameter of 328 feet. find the circumference of the ferris wheel.
Describe all terms used as well as listing the steps and Show how the Pythagorean theorem helps to find distances in 2 and 3 dimensions.
Assuming that the total cost per day, C(x), is linearly related to the total output per day, x, write an equation for the cost function.
Find the volume V of water in the bowl. (Consider two cases: one in which the ball is not completely submerged and the other in which it is.)
What is the probability that the six numbers chosen by the player match all 6 numbers in the state's sample? What is the probability that 5 of the 6 numbers chosen by the player match all 6 numbers in the state's sample?
Prove that if P is any point in a regular tetrahedron of height h, then the sum of the perpendicular distances from p to the four faces of the tetrahedron is equal to h.
Compare the advantages and disadvantages of substitution and elimination methods with the matrix method to solve systems of linear equations and the relationship these have with matrix method solving.
Out of 32 students in a finite math class, 20 are male, 20 are business majors, 22 are first-year students, 13 are male business students, 16 are male first-year students, 14 are first-year students who are business majors, and 10 are male first-y..
John and Mary are one of the married couples at the party. If Mary wins a prize, what is the conditional probability that John will win the other prize?
The credit remaining on a phone card is a linear function of the total calling time. The function gives a line with a slope of -.32, when graphed.
When she is 30, Sue starts making annual deposits of $2,000 into a bondfund that pays 8% annual interest compounded continuously. Assuming that her deposits are made as a contiuous income flow, how much money will be in her account if she retires ..
The curve y = x^3 + x^2 - x has two horizontal tangents. Find the distance between these two tangents and draw a picture. Please show how to solve the following problem to the answer of 32/27.
Accurately and neatly graph and label each of the equations and estimate the point of intersection of the two lines.
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