Additional Activities Read And Analyze The Problem Below Then Perform The Following Task…

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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