Study Skills sheet due Wednesday Morning
Complete Student Misconception Sheet
Which function has a greater rate of change?
CONVERTING REPEATING DECIMALS TO FRACTIONS Take out a calculator! Repeating Decimal Patterns CONVERTING REPEATING DECIMALS TO FRACTIONS Take out a calculator!
Decimal Patterns Write each as a decimal .09 .1111 = .1 .142857 .18 .1111 = .1 .142857 .18 .2222 = .2 .285714 .27 .428571 .3333 = .3 .36 .571428 .4444 = .4 .45 .5555 = .5 .714285 .54 .857142 .6666 = .6 .63 9 Pattern Rolling Pattern 11 Pattern .7 .72 1
Repeating Decimals as Fractions Terminating Repeating What do you notice about the repeating decimals compared to the terminating decimals? Terminating Repeating Repeating Terminating
Repeating Decimals as Fractions Terminating Repeating Terminating Repeating Repeating Terminating Writing Repeating Decimals as fractions can be a challenge. But following a pattern really helps!
Repeating Decimals as Fractions Terminating Repeating What do you notice about the repeating decimals compared to the terminating decimals? Terminating Repeating Terminating Repeating
Repeating Decimals as Fractions Terminating Repeating Try these challenging ones! Terminating Repeating Terminating Repeating When one digit is terminating this can be a challenge!
Rational numbers
DO YOUR BEST!! THE END!