No but if have to complete a graph, the paper will be given to you. You decide how wide the vertical points are etc...Paj20 said:Is there a set procedure for what measurement to place on the horizontal and vertical axis on a graph?
Well, actually the potential for a graph question to be asked is still quite real.PC said:Actually no.
They haven't provided a sheet of graph paper since the first HSC in this subject back in 2001. I think the view is that our graphs a fairly straightforward. They are either basic curves, when the general shape and properties need to be shown, or straight line graphs, and for straight line graphs, students should be able to use a ruler to draw straight lines. Of course, who knows what they have in store for us on Thursday.
To draw graphs, though, the independent variable always goes on the horizontal axis.
What the hell does that mean? Well, time is always an independent variable, so any graph with time somewhere (like depreciation or balance of an account) will have time on the horizontal axis.
For other graphs, you've probably got a table of values to work with, so I'd suggest that whatever is in the top row of the table goes on the horizontal axis and whatever is in the bottom row of the table goes on the vertical axis.
Hope that all makes sense.
Thanks.PC said:Actually no.
They haven't provided a sheet of graph paper since the first HSC in this subject back in 2001. I think the view is that our graphs a fairly straightforward. They are either basic curves, when the general shape and properties need to be shown, or straight line graphs, and for straight line graphs, students should be able to use a ruler to draw straight lines. Of course, who knows what they have in store for us on Thursday.
To draw graphs, though, the independent variable always goes on the horizontal axis.
What the hell does that mean? Well, time is always an independent variable, so any graph with time somewhere (like depreciation or balance of an account) will have time on the horizontal axis.
For other graphs, you've probably got a table of values to work with, so I'd suggest that whatever is in the top row of the table goes on the horizontal axis and whatever is in the bottom row of the table goes on the vertical axis.
Hope that all makes sense.
First we need to find the total of the set of 5 scores. We do this by reversing how we find the mean.the10thplanet said:What about this one:
The mean of a set of five scores is 62
What is the new mean if the value 14 is added?
a) 38
b) 54
c) 62
d) 76
thankss
tomjones said:First we need to find the total of the set of 5 scores. We do this by reversing how we find the mean.
62= Total/5
Therefore Total=62 X 5
= 310
Now its just a factor of finding the new mean. All we have to do is add the new score which is 14 to the total being 310 and then divide that by the number of scores which in this case is 6
Therefore
Mean of the six scores= (310 + 14) /6
=54
Therefore the anser is B