This topic contains a solution. Click here to go to the answer

Author Question: V+svkL34pmshpJ1Ri02JK8H2vif8HfGcfLM7RR3DxXDPXpixcDRrG8C9XYJW+qjhF4clQjtobx5cnhSM8vw8cfRjFXcy5J1PHE1HH3t2QQdUwb776WESjSlWBP6j9sHcPhzJNmVZJK5YbHfULxcvMxCPXswoPm1fK81FZ3T4xsBCkkmDYpHBlFRkmCRIl577epdF1SbdHF+6k7BDiDqDvsRdMzSQy/JP2O1Qn+ceY6AAAgAElEQVS/4L+McEBXw (Read 9 times)

Zulu123

  • Hero Member
  • *****
  • Posts: 525
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 />
 
   
 
   
 
   
 
   Which people have the same average speed
   during the time period shown?


  1.none; they all have different average speeds
  2.Amy and Brad
  3.Amy and Cate
  4.Brad and Cate
  5.all three are the same"

Question 2

Amy, Brad, and Cate are walking (or running) along a straight line as shown below.
 
   
 
   




Need homework help now?

Ask unlimited questions for free

Ask a Question
Marked as best answer by a Subject Expert

sylvia

  • Sr. Member
  • ****
  • Posts: 331


Zulu123

  • Member
  • Posts: 525
Reply 2 on: Jul 28, 2018
Great answer, keep it coming :)


hramirez205

  • Member
  • Posts: 345
Reply 3 on: Yesterday
Thanks for the timely response, appreciate it

 

Did you know?

Pope Sylvester II tried to introduce Arabic numbers into Europe between the years 999 and 1003, but their use did not catch on for a few more centuries, and Roman numerals continued to be the primary number system.

Did you know?

Patients who cannot swallow may receive nutrition via a parenteral route—usually, a catheter is inserted through the chest into a large vein going into the heart.

Did you know?

Approximately 500,000 babies are born each year in the United States to teenage mothers.

Did you know?

The Centers for Disease Control and Prevention has released reports detailing the deaths of infants (younger than 1 year of age) who died after being given cold and cough medications. This underscores the importance of educating parents that children younger than 2 years of age should never be given over-the-counter cold and cough medications without consulting their physicians.

Did you know?

Common abbreviations that cause medication errors include U (unit), mg (milligram), QD (every day), SC (subcutaneous), TIW (three times per week), D/C (discharge or discontinue), HS (at bedtime or "hours of sleep"), cc (cubic centimeters), and AU (each ear).

For a complete list of videos, visit our video library