Chapter 10: Q85. (page 530)
Find the inverse of the matrix
if it exists.
Short Answer
The inverse of the given matrix is
Chapter 10: Q85. (page 530)
Find the inverse of the matrix
if it exists.
The inverse of the given matrix is
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Get started for freeIdentify each equation as a type of function. Then graph the equation.
Every ten years, the Bureau of the Census counts the number of people living in the United States. In 1790, the population of the U.S. was 3.93 million. By 1800, this number had grown to 5.31 million.
Write an exponential function that could be used to model the U.S. population y in millions for 1790 to 1800. Write the equation in terms of x, the number of decades x since 1790.
Write an exponential function whose graph passes through the points .
Evaluate the expression .
Graph the pair of functions on the same screen. Then compare the graphs, listing both similarities and differences in shape, asymptotes, domain, range and y-intercept.
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