We are studying the amazing and important connections between decimals and fractions. They are both representations of real numbers, some rational and can be written as a fractions, while others are irrational and cannot be written in a quotient format.
For your assignment, you will be asked to explore these connections.
1 Take a sheet of every fraction with a denominator smaller than
13 and find their decimal equivalent using a calculator. Be
accurate and careful. A calculator is not the end all and be all
of mathematics. You have to know how to read them.
13 and find their decimal equivalent using a calculator. Be
accurate and careful. A calculator is not the end all and be all
of mathematics. You have to know how to read them.
Here is a copy of the sheet you will need.
2 Take your sheet of base 10 paper. In the spaces provided draw
. . . the number of squares for each fraction.
(1/2 = 0.50, so 50 squares colored)
. . . Divide each large 100 square into the desired fraction.
(1/2, so 2 sections with 1 shaded, it should
. . . the number of squares for each fraction.
(1/2 = 0.50, so 50 squares colored)
(1/4 = 0.25, so 25 squares colored)
. . . Divide each large 100 square into the desired fraction.
(1/2, so 2 sections with 1 shaded, it should
correspond to the 50 already colored.)
(1/4, so 4 sections with 1 shaded, 1 should
correspond to the 25 already colored.)
HERE IS A COPY OF AN EXAMPLE OF HOW YOU COULD DO IT

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