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1. Why did Leontief use linear algebra techniques to create his model? Can you think of alternative methods?
2. What are the main strengths of his model?
3. Does it have any limitations (that you can think of)?
4. How might the Input-Output model be useful in the real world? (In other words, would anyone except an Economist be interested in the results?)
Find the slope of the line containing the given pair of points. (-0.8, -2.3), (-4.8, 0.1). Determine whether the graphs of the equations are perpendicular lines. x= -3, y=5.
Simplify the equations.
To solve this problem I must, first, verify that the indicated expression is an implicit solution of the given first-order differential equation then find at least one explicit solution.
the library floor similar to the floor of the 9 foot by 12 foot bedroom. the scale factor from the bedroom to the
Find the domain and range
describe the solutions of each inequality in words.1. -6 lt m2. 3t gt 123. -x gt 24. 2 b lt
Prove that the square of any odd integer is expressible in the form 8n + 1, with n e Z.
These are two examples, one specific, and one more general, where you are given y as a function of x, and we want to find what x is in terms of y, so we want to make x the subject of the equation.
given the following dependent system of equations ax by c dx ey f where abcde and f are non-zero real numbers which
Simplify the algebraic expression.
Find the slope of the line that goes through (-0.1, 0.2) and (0.5, 0.8). Write an equation in slope-intercept form, if possible for the line through (0, -1) that is perpendicular to the line y = x.
What are the equations of the horizontal and vertical asymptotes for the following. Type none if the function does not have an asymptote.
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