Download Continuing to Understand Ratio

CONTINUING TO
UNDERSTAND RATIO
MCC6.RP.1 UNDERSTAND THE CONCEPT OF A RATIO AND USE RATIO LANGUAGE TO
DESCRIBE A RATIO RELATIONSHIP BETWEEN TWO QUANTITIES.
MCC6.RP.3 USE RATIO AND RATE REASONING TO SOLVE REAL-WORLD AND
MATHEMATICAL PROBLEMS, E.G. BY REASONING ABOUT TABLES OF EQUIVALENT
RATIOS, TAPE DIAGRAMS, DOUBLE NUMBER LINE DIAGRAMS, OR EQUATIONS.
BELL RINGERS
Write an equivalent fraction
for
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• Example
• You can show different kinds of comparison with a ratio
- Part to Part : The ratio of white dots to gray dots 6/4, 6:4, or 6 to 4.
- Part to Whole: The ratio of white dots to the total number of dots is 6/10, 6:10, or 6 to 10.
- Whole to Whole: The ratio of the number of triangles to the number of dots is 0/10, 0:10, or 0 to 10.
GUIDED PRACTICE
TASK: TYPES OF RATIO
PG. 193 #17
INDEPENDENT PRACTICE/HOMEWORK
• Workbook
Pg. 194
• #18, 19, 20,
21
EXIT QUESTION
• What can ratios compare?
- Part to a Part
- Part to a Whole
- Whole to a Part
• What is an example you can explain that was used from practice?