The noise level in a secondary school premise was tested and 400 readings at different times and locations were recorded. A report on the test provided the following infomation.
18 reading were less than or equal to 50 dB
no readings > 75 dB
the median noise level = 62 dB
lower quartile of distribution = 54 dB
interquartile of distribution = 12 dB
the upper quartile should be 66 dB
now the question wants me to draw a cumulative frequency curve of the distribution.
i obtained the following coordinates(54,100), (62, 200), (66,300). However, I would need 2 more coordinates to be able to draw the graph. May I know how I can use the data that says:
18 reading were less than or equal to 50 dB
no readings > 75 dB
thank you.
Originally posted by anpanman:
18 reading were less than or equal to 50 dB
no readings > 75 dB
18 reading were less than or equal to 50 dB. Guess that means you should have another coordinate at (50,18)
And no readings > 75 dB means that the right tail of your cumulative frequency curve should end at (75,0)?
The starting coordinate should also be (0,0)?
i think ''no readings > 75 dB'' it means (75,400). This is also logic as culmulative frequency only goes up..
The first point is (0,0) and the second point is (18,50) lah, not (50,18) hor and the last point will be (75,400) lor.
Originally posted by Lee012lee:The first point is (0,0) and the second point is (18,50) lah, not (50,18) hor and the last point will be (75,400) lor.
well done