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A small computing center has found that the number of jobs submitted per day to its computers has a distribution that is approximately mound-shaped and symmetric, with a mean of 75 jobs and a standard deviation of 9. Where do we expect approximately 95% of the distribution to fall?
Kate and John buy a block of land for $140,000 by paying $10,000 deposit and then taking out a loan for the remainder. The loan will be repaid with quarterly instalments over 15 years with interest at j4 = 7.7%.
Seiji and Gavin both worked hard over the summer. Together, they earned a total of $425. Gavin earned $25 more than Seiji. How much did each of them earn?
find the least perfect squared number
Your textbook outlines a specific 4-step strategy that is used to solve general algebraic equations.
Find description of R(T) as the intersection of hyperplanes and deduce a basis for R(T) and the rank r(T) and find a basis for ker(T) and determine n(T) the nullity of T:
a roof truss XYZ in a shape of an isosceles right-angled triangle has a span of 20 meteres calculate the length of one of the slanted edges.
A company's CEO wanted to estimate the percentage of defective product per shipment. In a sample containing 400 products, he found 25 defective products.
Find a vector valued function that represents the intersection of z2 + x2 = 9 and z + y = 10. Draw the curve. Use trigonometry to parameterize efficiently.
if f and g are differentiable function on [a,b], what identifies the extrema of f+g or fg. Do these extrema relate to the extrema of the functions?
A function of two variables f(x,y) is integrated over the square [0,2] x [-1,1]. ex: integral from 0 to 2 , integral from -1 to 1 f(x,y) dx dy. (I wanted to input integral symbols there but didn't know how).
the yearly production of a 4 foot orange tree is 16 pounds of oranges. A 17 foot tree produces 82 pounds. Let h represent the height of an orange tree and p the number of pounds of oranges produced.
Assume that d=sa+tb is a linear combination of integers a and b. Find infinitely many pairs of integers ( s sub k, t sub k ) with d=s sub k a + t sub k b
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