Luis created the graph below to show the temperature from 8:00 a. M. (8 hours after midnight) until 8:00 p. M. On this graph, 4:
1 answer:
Luis created the graph to show the temperature from 8:00 am (8 hours after midnight) until 8:00 pm
<h3>How to find the Nonlinear relationship ?</h3>
This graph shows the relationship between temperature & time in the given graph is to be Nonlinear.
Nonlinear relationship refers where the rate on mentioned graph will decrease increase and can be constant at different values or point plotted on the graph.
True statements are as followed:-
- The temperature increased until 4:00 p.m.
- The temperature decreased after 6:00 pm
- The temperature increased more quickly between 12:00 pm and 4:00 pm than before 12:00 pm
In the given diagram,Time plotted on the X-axis & Temperature plotted on Y-axis.
Statement 1:- There is straight line plotted from (12,0) to (16,8).
According to statement 1 The temperature change when the time is represented in 12-hour format, then it means the temperature increased from 12:00pm to 04:00pm.
Therefore Statement 1 is True
Statement 3:- The temperature decrease after 6PM is plotted(18,8).
According to statement 3 the line from (18,8) moving towards X-axis. So the temperature decreases after 6:00pm.
Therefore Statement 3 is True
Statement 5 :- The temperature increased more quickly b/w 12:00PM and 4:00PM than before 12:00PM.
According to statement 5 the straight line plotted from (8,-4) to (12,0) showing the temperature increased 12:00PM .
Rate - Straight line from (12,0) to (16,8) shows the temperature is also increased from 12:00PM to 4:00PM we know 2 > 1 then the line from (12,0) to (16,8) contains higher rate than from (8,-4) to (12,0).hence, the temperature increased more between 12:00 and 4:00pm
Therefore Statement 5 is True.
Learn more about Graphs at: brainly.com/question/13077129
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