Determining equations inconsistent and dependent
Question:
Linear system
1. Solve the equation. Determine whether it is inconsistent, dependent, or neither.
3x - 2y = 0 9x - 8y = 7
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A person's revenue "R" (in dollars) on the sale of "X" fruitcakes is determined by the formula R = 50x - x squared. Her cost "C" in dollars for producing.
Consider the series n = 1 to infinity 1/( 1 + n^2 x) .For what values of x in R does the series converge absolutely?
An initial deposit of $3000 is made in a savings account for which the interest is compounded continuously. The balance will double in seven years.
Locate a news article from an English-speaking country other than the United Sates. List the URL, list the name of the newspaper, list the country of origin
Solve the equation. Determine whether it is inconsistent, dependent, or neither.
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Can the system have exactly one solution? If so, what does the graph of the situation look like?
Derive all of the weights for the closed Newton-Cotes formula for n=4(the so-called Milne rule). Find the w2 weight for the n=6 case.
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