Which graph represents the solution set of the system of inequalities? {y<2x+2 x+y≥−3
1 answer:
y < 2x + 2
y-intercept = 2, m = 2 > 0 therefore the function is increasing (pic. 1 and 2)
x + y ≥ -3 |-x
y ≥ -x - 3
The slope intercept form: y = mx + b
m - slope, b - y-intercept
y-intercept = -3, m = -1 < 0 therefore the function is decreasing (pic. 1 and 2)
y < 2x + 2 shaded below the line (pic. 1)
y ≥ -x - 3 shaded above the line (pic. 1 and 2)
Answer: pic.1
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Answer:- The pressure 'p' will be infinity at volume 'V'=0.
Explanation:-
The given equation :- where p is a rational function dependent on V.
A rational function is undefined for denominator = 0.
In the given function V is the denominator , if V=0 then the function will be undefined.
⇒ p will approach to zero at V=0.
For assistance see the attachment , the graph of the given function represented by vertical assymptote which approaches to 0 but never touches it..
