How to Add a many2many Relational Field in Odoo 17
11X1 T03 05 regions in the plane (2011)
1. Regions In The Plane
To draw a region, first you have to sketch the curve.
2. Regions In The Plane
To draw a region, first you have to sketch the curve.
1) If < or > use a dotted line
3. Regions In The Plane
To draw a region, first you have to sketch the curve.
1) If < or > use a dotted line
2) If or use a solid line
4. Regions In The Plane
To draw a region, first you have to sketch the curve.
1) If < or > use a dotted line
2) If or use a solid line
3) Circle the point of intersection if it is NOT included (i.e. one is < or >)
5. Regions In The Plane
To draw a region, first you have to sketch the curve.
1) If < or > use a dotted line
2) If or use a solid line
3) Circle the point of intersection if it is NOT included (i.e. one is < or >)
To calculate the region, test a point NOT on the curve.
6. Regions In The Plane
To draw a region, first you have to sketch the curve.
1) If < or > use a dotted line
2) If or use a solid line
3) Circle the point of intersection if it is NOT included (i.e. one is < or >)
To calculate the region, test a point NOT on the curve.
e.g. (i ) y x 3
7. Regions In The Plane
To draw a region, first you have to sketch the curve.
1) If < or > use a dotted line
2) If or use a solid line
3) Circle the point of intersection if it is NOT included (i.e. one is < or >)
To calculate the region, test a point NOT on the curve.
e.g. (i ) y x 3
y y x3
3
–3 x
8. Regions In The Plane
To draw a region, first you have to sketch the curve.
1) If < or > use a dotted line
2) If or use a solid line
3) Circle the point of intersection if it is NOT included (i.e. one is < or >)
To calculate the region, test a point NOT on the curve.
e.g. (i ) y x 3
y y x3
test (0,0)
03 3
–3 x
9. Regions In The Plane
To draw a region, first you have to sketch the curve.
1) If < or > use a dotted line
2) If or use a solid line
3) Circle the point of intersection if it is NOT included (i.e. one is < or >)
To calculate the region, test a point NOT on the curve.
e.g. (i ) y x 3
y y x3
test (0,0)
03 3
–3 x
21. (iv) y x 2 and y 3 x 4 y
y x2
y x2
test (0,1)
0 12
0 1
x
22. (iv) y x 2 and y 3 x 4 y
y x2
y x2
test (0,1)
0 12
0 1
x
23. (iv) y x 2 and y 3 x 4 y
y x2
y x2
test (0,1) y 3x 4
0 12
0 1
x
24. (iv) y x 2 and y 3 x 4 y
y x2
y x2 y 3x 4
test (0,1) test (0,0) y 3x 4
0 12 0 04
0 1 04
x
25. (iv) y x 2 and y 3 x 4 y
y x2
y x2 y 3x 4
test (0,1) test (0,0) y 3x 4
0 12 0 04
0 1 04
x
26. (iv) y x 2 and y 3 x 4 y
y x2
y x2 y 3x 4
test (0,1) test (0,0) y 3x 4
0 12 0 04
0 1 04
point of intersection x
x 2 3x 4
27. (iv) y x 2 and y 3 x 4 y
y x2
y x2 y 3x 4
test (0,1) test (0,0) y 3x 4
0 12 0 04
0 1 04
point of intersection x
x 2 3x 4
x 2 3x 4 0
x 1 x 4 0
x 1 or x 4
28. (iv) y x 2 and y 3 x 4 y
y x2
y x2 y 3x 4
test (0,1) test (0,0) y 3x 4
0 12 0 04 (4,16)
0 1 04 (1,1)
point of intersection x
x 2 3x 4
x 2 3x 4 0
x 1 x 4 0
x 1 or x 4
29. (iv) y x 2 and y 3 x 4 y
y x2
y x2 y 3x 4
test (0,1) test (0,0) y 3x 4
0 12 0 04 (4,16)
0 1 04 (1,1)
point of intersection x
x 2 3x 4
x 2 3x 4 0
x 1 x 4 0
x 1 or x 4
Exercise 3F; 3ac, 4d, 5cg, 6cd, 7, 10, 12a, 15a, 19, 20, 21a, 23*
30. (iv) y x 2 and y 3 x 4 y
y x2
y x2 y 3x 4
test (0,1) test (0,0) y 3x 4
0 12 0 04 (4,16)
0 1 04 (1,1)
point of intersection x
x 2 3x 4
x 2 3x 4 0
x 1 x 4 0
x 1 or x 4