ABS is a type of plastic pipe. A 'Y' fitting is one that looks just like its name. It has an opening at one end that y's out to two other ends. Obviously 2 inch is the size of the pipe used. You can get this at Home Depot or any other home supply company. Hope this helps.
Where a single pipe tees off into 2 or 3 other pipes, like a Y fitting, a T fitting or a Double T or a Double Y
The amplitude of ycos5x is 2*abs(y).
Most code scanners that you can purchase for home use do not include the ability to read ABS trouble codes. You will need to find a code scanner that can read the ABS codes.
If x and y are additive opposites, then y = -x.If x >= 0 then abs(x) = xalso y 0 so that abs(y) = y.
I am assuming that the Int(x) = integer value of x. If x and y are real then the equation is defined only for -sqrt(2) < x < sqrt(2). Then, Int(y) = 0 for -sqrt(2) < x ≤ 1 Int(y) = ±1 for 1 < x < 1 Int(y) = 0 for 1 ≤ x < sqrt(2) so that -1 < y < 1 for -sqrt(2) < x ≤ 1 -2 < y ≤ -1 for 1 < x < 11 < y ≤ 2 for 1 < x < 1-1 < y < 1 for 1 ≤ x < sqrt(2). The region is the square area from -sqrt(2) to +sqrt(2) with the five bits cut out:from each corner, Abs(x)>1 and Abs(y)>1 are removed.from the middle, the square Abs(x)<1 and Abs(y) < 1 is removed. I think so, anyway.
What you wrote can be interpreted two different ways. y = abs(x+3) or y = abs(x) + 3 First: y= abs(x+3) So what abs does is it makes any negative number inside the ( ) into a positive one. The vertex of the graph is the point where the slope changes from being negative to positive. For absolute value, the vertex is the point where the argument goes from negative to positive. for y=abs(x+3): if x = -2; y = 1 if x = -3; y = 0 if x = -4; y = 1 So we can see that there is symmetry around (-3, 0). This would be the vertex. for y=abs(x) + 3 if x = 1; y = 4 if x = 0; y = 3 if x = -1; y = 4 There is symmetry around the point (0,3), so this is the vertex.
well the Y pipe entry diameter is 2 inch so it should be 2 inch?
When the second number is positive and has an absolute value that is bigger. Suppose x is the first number and y the second. Then x is smaller than y implies that if x is non-negative then y is larger, and if x is negative then y is less negative (nearer 0), 0 or positive In the first case, abs(x) < abs(y), that is 0 <= x < y In the second case, abs(x) < abs(y) if 0 < -x < y.
they forgot to put the ABS ring back on after removing the axle.
abs(y^3 - 4) < 8*y
y = sin2(x) y = tan(x) y = sec(x) y = INT(x) y = A e-t y = ABS(x) y = J0(V)
x=abs(y+z) x=+(y+z)=y+z x=-(y+z)=-y-z