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Imagine a country path, D, in miles in length, which a person walks at a steady pace in T hours. Suppose that a straight line represents the cartesian graph of time (T) versus the distance (D) for this walk. What is the slope of this straight line graph, and what does it represent?
Can you think of another example, which, if visually depicted, would have a straight line for its graph?
Minimum words - 200 words (at least). Good grammar and logic of presentation required.
Determine the equation of the line, in slope- intercept form that is parallel to 5x+4y = -3 and contains (-8,9). Find the equation of the line through the point (-2,6) and perpendicular to y= (3/5)x -2
Calculate the given matrices.
Find the world population be ten years from now.
Let p be a prime. Let L be a Galois extension of K with [L : K] = p^n. For both m = p and m = p^(n-1), show there is a normal extension of K of degree m contained in L.
The product of two consecutive postive integers is 1 more than their sum. find the integers. Use a comma to separate answers.
Apply the Gauss Jordan method
Graph of a quadratic equation.
Does every equation that contains radical expressions have a solution? Provide an example with your explanation.
Develop a word problem that requires the use of the system of inequalities? The answer to the problem must be presented in graphical and algebraic forms.
Questions on population growth
Raise the quantity in parentheses to the indicated exponent, and simplify the resulting expression. Express answers with positive exponents.
Changing constraints into linear equations
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