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Write a linear equation to fit each situation.
1) A medical laboratory charges $30 for a consultation and an additional $10 per test. (Let t = the # of test, f(t) = the total fee.)
2) A 150 kg man goes on a diet and loses 1.4 kg/week. Relate weight to the number of weeks on the diet. (Identify variables as in #1.)
3) 2 hours into a trip by car is 600 miles from its desitnation, Chicago. The car travels at an average speed of 50 mph. (Let t = time in hours, d(t) = distance from Chicago) d(t)=600-50t
the charge to rent a car is 29.95 per day plus .08 per mile. write an expression that shows the cost of renting a car
Solve the equation and rationalize the denominator.
solve the equation for x. state any restrictions on the variables.
Determine the probability of selecting.
find the percent of change. where necessary round to the nearest percent. describe the percent of change as a percent
how do you find all the points having an x-coordinate of 3 whose distance from the point -2 -1 is
Find the column vectors.
A personality test has a subsection designed to assess the "honesty" of the test-taker. Suppose that you are interested in the mean score, mu, on this subsection among the general population.
Find the equation of the boundary line.
For the given equation, list the intercepts and test for symmetry. Find the slope-intercept equation of the line with the following properties
One earthquake has richter number of 2.3. A second has a richter number of 4.5. How many times more intense is the second than the first?
mr.lewis drew a triangle with the angle measurements x .5x and 1.5x. what is the best classification for this
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