A biologist created the following graph to show the relationship between the temperature of water (x), in degrees Celsius, and the number of insect larvae (y) in the water: graph of y equals minus 2 times the square of x plus 20 times x plus 400 What do the x-intercepts of the graph represent? There were 20 larvae at 0 degrees Celsius. There were 10 larvae at 0 degrees Celsius. The water has no larvae at −10 degrees Celsius and 20 degrees Celsius. The water has maximum larvae at −10 degrees Celsius and 20 degrees Celsius.
@welshfella
what does the y variable represent? what is the value of the y variable at the x intercepts?
thats what I need help with
did you read the info? it states what y is.
Oh yeah the number of insect larvae
k, great. do you know what an x intercept is?
yeah a point on the graph where y is zero
excellent! so in terms of the problem, what is 0 at the x intercept(s)?
x plus 20 times x plus 400?
no... you just said that an x intercept is "a point on the graph where y is zero." What does y represent, again?
Ugh this is so confusing
not helping
I don't get any of this
suppose you are in a pool of water. what happens as the water gets hotter? will you survive no matter what temperature the water rises to? similarly, what happens as the water gets cooler? will you survive no matter what temperature the water lowers to? x represents the water temperature and y is the number of (living) larvae. doest the graph make a little more sense now? what happens as x increases (from x = 0)? can the water temp rise as high as we want and still keep some larvae alive or at some point will it kill all the larvae? if it does, what is that point? similarly for decreasing water temperature?
Ohhh I get it
Hold on one second
Is it C) The water has no larvae at −10 degrees Celsius and 20 degrees Celsius.?
what do you think? you must become confident (right or wrong)! if you have no investment you won't care. the more you invest, the more you will care and the more you will learn, especially when you are wrong.
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