Interpret the linear equation.The amount of water in a leaky bucket is given by the linear function
, where y is in ounces and x is in minutes. Find and interpret the slope and y-intercept of the linear equation.
A. m = 6; The amount of water in the bucket increases 6 ounces every minute. At x = 0 the amount of water in the bucket was 120 ounces.
B. m = 120; The amount of water in the bucket increases 120 ounces every minute. At x = 0, the amount of water in the bucket was 6 ounces.
C. m = 120; The amount of water in the bucket decreases 120 ounces every minute. At x = 0, the amount of water in the bucket was 6 ounces.
D. m = -6; The amount of water in the bucket decreases 6 ounces every minute. At x = 0, the amount of water in the bucket was 120 ounces.
Answer: D
You might also like to view...
Evaluate the function at the given value of x.f(x) = 9 - 3x2, f(-5)
A. 24 B. -66 C. 84 D. 39
Provide an appropriate response.If a parenthetic expression is a part of an equation, you remove the parentheses by each term within the parentheses by the number to the left of the parentheses.
A. dividing B. multiplying C. adding D. subtracting
Find a rational function that satisfies the given conditions. Answers may vary, but try to give the simplest answer possible.Vertical asymptotes x = -1, x = 5
A. f(x) =
B. f(x) =
C. f(x) =
D. f(x) =
Solve the problem.For the period 2000 - 2006, if M is the average math SAT score (in points) for a certain year, then the average verbal SAT score (in points) for that year is approximately where t is the number of years since 2000. The average math SAT score was 480 points in 2003. Estimate the average verbal SAT score in2003.
A. 478 points B. 488 points C. 493 points D. 483 points