Class 6, September 22, 2015 Lessons 1.6 & 1.7
By the end of this lesson, you should understand that: ◦ The magnitude of large numbers is seen in place value and in scientific notation ◦ Proportions are one way to compare numbers of varying magnitudes ◦ Different comparisons may be needed to accurately compare two or more quantities
By the end of this lesson, you should be able to: ◦ Express numbers in scientific notation ◦ Estimate ratios of large numbers ◦ Calculate ratios of large numbers ◦ Use multiple computations to compare quantities ◦ Compare and rank numbers, including those of different magnitudes (millions, billions, …)
Main idea: ◦ Numbers can be compared in multiple ways We have discussed the importance of having multiple strategies when working with numbers in several lessons already, especially in lessons that dealt with estimation strategies and methods of calculation. In this lesson, we saw multiple ways to compare numbers, including: ◦ Percentages ◦ Fractions ◦ Ratios ◦ Multiples
By the end of this lesson, you should understand that: ◦ The order of operations is needed to communicate mathematical expressions to others
By the end of this lesson, you should be able to: ◦ Perform multi-step calculations using information from a real-world source ◦ Rewrite multi-step calculations as a single expression ◦ Explain the meaning of a calculation within a context
Main idea: ◦ Quantitative reasoning requires skills in reading, interpreting, and using information Main idea: ◦ Quantitative reasoning requires understanding skills—and their meaning—needed for calculations, including order of operations, and flexibility in calculation methods