Additional Activities
Read and analyze the problem below then perform the following
tasks solve with solution
Rose owns a car which is her primary means of transportation.
The amount of gasoline (g) used by a car varies jointly as the
distance (d) travelled and the square root of the speed (s).
Task 1: Write a mathematical equation the represents the
amount of gasoline used if the constant of variation (k) is 0.025.
Task 2: Rewrite the equation so that the radical be isolated on
one side of the equation.
Task 3: If Rose will go on a 25-kilometer trip, what will be her
speed to use up her 5-Lite gasoline? Is it safe for her to go as
fast as this? Why or why not?
Answer:
1.
[tex] \frac{g}{d \sqrt{s} } = 0.025[/tex]
2.
[tex] \frac{g}{d \times 0.025} = \sqrt{s} [/tex]
3.
{5/(25×0.025)}² = s
s = 64
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