Mathematics
21.02.2020 04:01
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08.04a)the scatter plot below shows the test scores of a group of students who played

08.04a)the scatter plot below shows the test scores of a group of students who played games online for different amounts of time in a day:
what will most likely be the effect on the test score of a student if the number of hours he/she plays games online increases?
test score will decrease because the graph shows negative association
test score will increase because the graph shows positive association
test score will increase because the graph shows negative association
test score will decrease because the graph shows positive association
4 graphs are shown:
which graph represents a positive nonlinear association between x and y?
graph a
graph b
graph c
graph d
08.04a)the scatter plot below shows the test scores of a group of students who played games online f
08.04a)the scatter plot below shows the test scores of a group of students who played games online f
08.04a)the scatter plot below shows the test scores of a group of students who played games online f
Show Answers
EstevanOtero7361
EstevanOtero7361
4,8(2 marks)

1)

Test score will decrease because the graph shows negative association.

2)

Graph A

Step-by-step explanation:

1)

Clearly from the graph we could observe from the scatter plot that:

Test score will decrease because the graph shows negative association.

( As the points or the test scores are decreasing with the increasing number of hours spent on playing games online)

2)

Positive Nonlinear association:

A positive Non-linear relationship between two variables can be shown with an upward-sloping curve in a graph.

Hence, Graph A represents the following relationship.

( Since graph B and D are linear and graph C is negative association since the value keeps on decreasing)

rose200215
rose200215
4,7(40 marks)

The second term in the sequence is -9

Step-by-step explanation:

Given the nth term of a sequence to be a(n) = a(n-1)+4 where n is the number of terms of the sequence

If a(1) = -13... (1)

The second term of the sequence is generated for n= 2:

a(2) = a(2-1)+4

a(2) = a(1)+4... (2)

Substituting equation 1 into 2

a(2) = -13+4

a(2) = -9

The second term in the sequence is -8

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