1) A math assignment is due tomorrow that includes an even set of problems and a signed test. 2) The warm-up questions involve probability, using data in a ratio box to determine an unknown value, writing fractions as decimals and percentages, and identifying types of symmetry. 3) The lesson defines reflective symmetry as dividing a figure into mirror images along a line, line of symmetry as dividing a figure into matching halves, and rotational symmetry as a figure matching itself two or more times when rotated fully. Examples are provided.

1. Assignment:
1-->Set 58 (evens) - Due Tomorrow (3/14)
2-->Test #9 signed??
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2. Lesson 58 Warm-Up
1) What is the probability of rolling a composite
number on one toss of a number cube?
2) After 5 games, the team's average score was 88.
After 6 games their average score had increased to 90.
What was their score in the sixth game?
3) Use a ratio box. The ratio of walkers to riders was 5 to 3. If 315 were
walkers, how many were riders?
4) Write 1/6 as a decimal.
5) Write 1/6 as a percent.
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3. Lesson 58:
*reflective symmetry - if a figure can be divided into 2 mirror
images along a line
*line of symmetry - a line that divides a figure into 2 halves that
are mirror images of each other
*rotational symmetry - a figure that matches itself 2 or more
times in a full turn
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4. Lesson 58 Examples:
pg. 409
A)
B)
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5. C)
v w X Y
rotational →
reflective →
D)
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