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Q1. Squares of numbers which are less than its bases. i) square of 9, here base is 10. ii) square of 96, here base is 100. iii) square of 994, here base is 1000. iv) square of 9988, here base is 10000. Q.2 Squares of numbers which are more than its bases. i) square of 13, here base is 10. ii) square of 112, here base is 100. iii) square of 10025, here base is 10000.
Find all the rational zeros of f(x). Then solve f(x) =0. F(x) = x^3 -13x+12 f(x) =0 has solutions x=____. Use commas to seperate answers as needed.
You first decide to create a linear cost function based on this data. What is the linear cost function, and how much lemonade can Herman make according to this model?
If its length is 2 feet longer then twice its width, what are the dimensions of the playing field?
Write the iterated integrals so that each one represents the area of the region R y=^3squareroot(x) and y=1/4x. then show that both integrals yield the same area. Area= double integral of dxdy.
These short answer questions is basically belong to Mathematics. The 1st question is about finding the amount of tax on a CD which is inclusive of the tax. The 2nd question is about calculating the number of notes paid by a customer for a certain ..
Question Find an optimal parenthesization of the matrix-chain product for p = Show the m and s tables and the printing of an optimal parenthesization.Comment
a swimmer orients himself perpendicular to the parallel banks of a river. if the swimmers velocity is 2ms and the
If the periphelion of mars is 128.5 million miles, what is the aphelion? Write an equation for the orbit of mars about the sun.
What is the probability that a bill currently on John's desk will be paid within two days?
How much can be saved by borrowing the funds for 30 days to take advantage of the cash discount? (Remember, Suite Dreams must borrow only the net amount due after the cash discount is taken.)
A string of length 1m is fixed at one end and a mass of 100gm is attached at the other end. The string makes 2/π rev/sec around a vertical axis through the fixed point. Find the angle of inclination of the string with the vertical.
Give an example of two 4x4 nilpotent matrices which have the same minimal polynomial (they necessarily have the same characteristic polynomial) but which are not similar.
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