Rental car company charges $22 per day and $0.08 per mile. Samuel plans to drive 450 miles and has $80 to spend. Determine the maximum number of days x he can afford to rent the car.
Find the height of a candle after 27 hours given its height is a linear function of time, with heights of 12 cm after 15 hours and 1.2 cm after 33 hours.
Determine the parabola function in vertex form given the vertex S and a point P that the parabola passes through.
a) S(2∣2), P(1∣1)
b) S(−3∣5.5), P(0∣1)
c) S(3∣−8), P(2∣−6)
Find the maximum number of people who can visit the amusement park with a budget of $325 for parking and admission, given that parking costs $11 and tickets cost $39.25 per person.
Find the solution to the equation 4(x+2)=6(x−1)−4. Check your solution by substituting it into the original equation. A. The solution set is {2}.
B. The solution set is {x∣x is a real number }.
C. The solution set is ∅.
Darren graphs two linear equations and believes they represent the same line. To show they are equivalent, he should C. Set the right side of the first equation equal to the left side of the second equation and verify that an identity results.
Find the time it takes Nikki to paint the room alone, given that Greg and Nikki take 40 minutes together, and Greg takes 18 minutes longer than Nikki alone. Discard the solution that is not possible in the context. x1+x+181=401