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6.6 Placing Figures in the coordinate plane

Published byMatěj Špringl Modified over 6 years ago

Presentation on theme: "6.6 Placing Figures in the coordinate plane"— Presentation transcript:

1 6.6 Placing Figures in the coordinate plane

2 Reminder:

3 Ex 1: Name the other vertices (without using any new variables)
ABCD is a rectangle centered at the origin

4 Ex 1: Name the other vertices (without using any new variables)
ABCD is a rectangle centered at the origin

5 Ex 2: Find Q (without using any new variables)

6 Ex 2: Find Q (without using any new variables)

7 Ex 2: Find Q (without using any new variables)

8 Ex 3: Name the other vertices (without using any new variables)

9 Ex 3: Name the other vertices (without using any new variables)

10 Ex 4: Use the distance formula to prove opposite sides are congruent

11 Ex 4: Use the distance formula to prove opposite sides are congruent
Show that the distance from (0,0) to (b,c) is the same as the distance from (g,0) to (g+b,c) And the distance from (b,c) to (g+b,c) is the same as the distance from (0,0) to (g,0)

12 Ex 4: Use the distance formula to prove opposite sides are congruent
Show that the distance from (0,0) to (b,c) is the same as the distance from (g,0) to (g+b,c) And the distance from (b,c) to (g+b,c) is the same as the distance from (0,0) to (g,0)

13 Ex 4: Use the distance formula to prove opposite sides are congruent
Show that the distance from (0,0) to (b,c) is the same as the distance from (g,0) to (g+b,c) And the distance from (b,c) to (g+b,c) is the same as the distance from (0,0) to (g,0)

14 Ex 5: Use the slope formula to prove opposite sides are parallel

15 Ex 5: Use the slope formula to prove opposite sides are parallel
Show that the slope from (0,0) to (b,c) is the same as the slope from (g,0) to (g+b,c) And the slope from (b,c) to (g+b,c) is the same as the slope from (0,0) to (g,0)

16 Ex 5: Use the slope formula to prove opposite sides are parallel
Show that the slope from (0,0) to (b,c) is the same as the slope from (g,0) to (g+b,c) And the slope from (b,c) to (g+b,c) is the same as the slope from (0,0) to (g,0)

17 Ex 5: Use the slope formula to prove opposite sides are parallel
Show that the slope from (0,0) to (b,c) is the same as the slope from (g,0) to (g+b,c) And the slope from (b,c) to (g+b,c) is the same as the slope from (0,0) to (g,0)