Multiply two unit fractions together. Use an area model to represent both fractions on one rectangle. Find the shaded area that represents the product of the two fractions. Then apply this concept to multiplication problems without the use of an area mode
A. Rewrite an equation with multiplication by a fraction as a division equation based on a model
B. Compose a division equation with a fraction based on a model
C. Divide a whole number by a unit fraction based on a tape diagram
D. Relate division by a unit fraction to multiplication by the denominator
E. Divide a whole number by a unit fraction by multiplying by the denominator
F. Divide a whole number by a unit fraction
G. Divide a unit fraction by a whole number based on a tape diagram (Part 1)
H. Divide a unit fraction by a whole number based on a tape diagram (Part 2)
I. Divide a unit fraction by a whole number
K. Multiply a unit fraction by a unit fraction with and without an area model (Part 2)
L. Relate division by a whole number to multiplication by a unit fraction
M. Solve division equations with unit fractions and whole numbers
N. Multiply a decimal number by a power of ten
O. Simplify a fraction using the basic property of fractions
P. Convert a fraction to a given denominator using the basic property of fractions
Q. Convert between division expressions and fractions
R. Complete fraction expressions using the basic property of fractions
S. Convert fractions with decimal denominators to fractions with whole number denominators (Level 1)
T. Convert fractions with decimal denominators to fractions with whole number denominators (Level 2)
U. Convert fractions with decimal denominators to fractions with whole number denominators (Level 3)
V. Convert fractions with decimal denominators to fractions with whole number denominators (Level 4)
W. Convert division expressions with decimal divisors to expressions with whole number divisors (Level 1)
X. Convert division expressions with decimal divisors to expressions with whole number divisors (Level 2)