How Can I solve this using y=mx+b
How can I sovle this Do i need to use y=mx+b?
anyone?
you don't need to use that here
The beginning is when x = 0
So what is y when x = 0?
you just need to read the value of y when x=0 and then work out the slope of the line
I dont understand
Why does x = zero ?
That signifies the beginning of summer
I got the rate -3/10 now how can I make it into an equation of y=mx+b
The y-intercept which is b = 20 \ but how do I get the rest
y=mx+20
The rate is visually represented by the slope
The steeper the slope, the greater the rate of change
So \[\Large y = mx+b\] becomes \[\Large y = -\frac{3}{10}x+20\] because the slope is 'm' and the y-intercept is b
OOOOOOooHHHH
In this case, m = -3/10 and b = 20 (which is what you found)
yea now we need x and y
if you just want to solve a) and b), then all you need is the y intercept (for part a) and the slope (for part b)...you don't need to find anything else
this equation we found is also extra info (probably useful for answering other questions that are related to this problem...but not parts a and b)
Just for curisoty is this the proper equation of the line or do we alsp need the x and y values
This is the equation of the line in slope-intercept form The values of x and y are variables...so they'll change (and not be fixed values)
For instance, when x = 0, y is y = 20 When x = 10, y is y = 17 etc etc
So if a question says find the equation of the line we dont need x and y right
You don't want x and y fixed since they represent entities that should should/could change (namely time and water level)
no it doesn't make sense to find x and y to be honest when they ask something like that
Thanks @jim_thompson5910
yw
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