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Slow and steady wins the race. The leatherback sea turtle is the fastest known reptile, with a maximum speed of 21.92 miles per hour ( mph).
Which of the following equations, where d is distance in miles and t is time in hours, represents a speed that is less than that of the leatherback sea turtle?
Choose all answers that apply:
(A) d=2.192 t
(B) d=20 t
(C) d=22 t
(D) d=30 t

Slow and steady wins the race. The leatherback sea turtle is the fastest known reptile, with a maximum speed of 2121.9292 miles per hour ( mph) \mathrm{mph}) .\newlineWhich of the following equations, where d d is distance in miles and t t is time in hours, represents a speed that is less than that of the leatherback sea turtle?\newlineChoose all answers that apply:\newline(A) d=2.192t d=2.192 t \newline(B) d=20t d=20 t \newline(C) d=22t d=22 t \newline(D) d=30t d=30 t

Full solution

Q. Slow and steady wins the race. The leatherback sea turtle is the fastest known reptile, with a maximum speed of 2121.9292 miles per hour ( mph) \mathrm{mph}) .\newlineWhich of the following equations, where d d is distance in miles and t t is time in hours, represents a speed that is less than that of the leatherback sea turtle?\newlineChoose all answers that apply:\newline(A) d=2.192t d=2.192 t \newline(B) d=20t d=20 t \newline(C) d=22t d=22 t \newline(D) d=30t d=30 t
  1. Identify Speed: Identify the given speed of the leatherback sea turtle.\newlineThe leatherback sea turtle's speed is 21.9221.92 mph.
  2. Understand Relationship: Understand the relationship between distance, speed, and time. Speed is equal to distance divided by time Speed=DistanceTime\text{Speed} = \frac{\text{Distance}}{\text{Time}}.
  3. Analyze Option A: Analyze option A: d=2.192td = 2.192 t.\newlineCalculate the speed represented by this equation.\newlineSpeed = dt=2.192tt=2.192\frac{d}{t} = \frac{2.192t}{t} = 2.192 mph.\newlineCheck if this speed is less than 21.9221.92 mph.\newline2.1922.192 mph is less than 21.9221.92 mph.
  4. Analyze Option B: Analyze option B: d=20td = 20 t. Calculate the speed represented by this equation. Speed =dt=20tt=20mph= \frac{d}{t} = \frac{20t}{t} = 20 \, \text{mph}. Check if this speed is less than 21.92mph21.92 \, \text{mph}. 20mph20 \, \text{mph} is less than 21.92mph21.92 \, \text{mph}.
  5. Analyze Option C: Analyze option C: d=22td = 22 t. Calculate the speed represented by this equation. Speed =dt=22tt=22mph= \frac{d}{t} = \frac{22t}{t} = 22 \, \text{mph}. Check if this speed is less than 21.92mph21.92 \, \text{mph}. 22mph22 \, \text{mph} is not less than 21.92mph21.92 \, \text{mph}.
  6. Analyze Option D: Analyze option D: d=30td = 30 t. Calculate the speed represented by this equation. Speed =dt=30tt=30mph= \frac{d}{t} = \frac{30t}{t} = 30 \, \text{mph}. Check if this speed is less than 21.92mph21.92 \, \text{mph}. 30mph30 \, \text{mph} is not less than 21.92mph21.92 \, \text{mph}.

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