The size of adult green sea turtles in a population varies from turtle to turtle. Over 10 years the distribution of body sizes in the population has changed (see Figure above). Mathematically, how has the new turtle population changed relative to the original population? A The mean has stayed the same but the standard deviation has increased. B) The mean has increased but the standard deviation has stayed the same. None of these correct D all answers correct E The mean has stayed the same but the standard deviation has decreased. FThe mean has decreased and the standard deviation has decreased.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.5: Comparing Sets Of Data
Problem 24HP
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Frequency
Original distribution
Current distribution
Sea Turtle Size
The size of adult green sea turtles in a population varies from turtle to turtle. Over 10 years the distribution of body sizes in the
population has changed (see Figure above). Mathematically, how has the new turtle population changed relative to the original
population?
(A) The mean has stayed the same but the standard deviation has increased.
(B) The mean has increased but the standard deviation has stayed the same.
(C) None of these correct
D all answers correct
(E The mean has stayed the same but the standard deviation has decreased.
(F) The mean has decreased and the standard deviation has decreased.
Transcribed Image Text:Frequency Original distribution Current distribution Sea Turtle Size The size of adult green sea turtles in a population varies from turtle to turtle. Over 10 years the distribution of body sizes in the population has changed (see Figure above). Mathematically, how has the new turtle population changed relative to the original population? (A) The mean has stayed the same but the standard deviation has increased. (B) The mean has increased but the standard deviation has stayed the same. (C) None of these correct D all answers correct (E The mean has stayed the same but the standard deviation has decreased. (F) The mean has decreased and the standard deviation has decreased.
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