Solve the Black Mamba Physics Problem and Ace Your Physics Midterm!

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The discussion centers on solving a physics problem involving the black mamba's movement. The snake moves at a constant speed of 18.0 km/h toward its prey for 2.5 seconds before returning to its hideout over 12 seconds. Participants clarify that the average velocity during the return trip can be calculated using the total distance and time, while also emphasizing that the mamba's speed remains constant throughout the initial journey. Misunderstandings about average velocity and distance calculations are addressed, highlighting that the initial and final velocities are the same. The conversation concludes with encouragement to ensure all calculations reflect the correct distances based on the constant speed.
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I have a physics midterm tomorrow and this is the only problem that I cannot figure out. Thanks for the help!
The black mamba is one of the world's most poisonous snakes, and with a maximum speed of 18.0 km/h, it is also the fastest. Suppose a mamba waiting in a hide-out sees prey and begins slithering toward it with a velocity of
+18.0 km/h. After 2.50 s, the mamba realizes that its prey can move faster than it can. The snake then turns around and slowly returns to its hide'out in 12.0 s. Calculate
a. the mamba's average velocity during its return to the hide-out.
b. the mamba's average velocity for the complete trip.
c. the mamba's average speed for the complete trip.
 
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Please, no triple posting.

Also, please show us our work or what you have done so far.
 
sorry for the triple posting. I didn't know it was sending. I noticed that my answers were half of what they should be. PART A: For the average velocity on the way to they prey, I used (0 km/h + 18km/h) / 2. When I looked at the answer, it was showing that d = Average Velocity x t = 18km/h. I'm wondering how they got the distance to equal a velocity. Basically, I was saying the Vavg = 9 while the book said Vavg = 18.
 
The wording of the question does not mention
ANY time spent at slow speed, once you began to time it.
It moved at constant speed 18 km/hr for 2.5 sec.
 
ahhhh, thank you very much, so the initial velocity and the final velocity are the same.
 
So all your distances are now twice as large as you had thought.
 
Have you solved this one?
 

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