Name the letter on the number line that corresponds to each number.
1 \frac{1}{2}
Name the letter on the number line that corresponds to each number.
\dfrac{5}{6}
Name the letter on the number line that corresponds to each number.
1 \frac{2}{3}
Name the letter on the number line that corresponds to each number.
\dfrac{1}{6}
Name the letter on the number line that corresponds to each number.
\dfrac{5}{4}
Name the letter on the number line that corresponds to each number.
\dfrac{2}{4}
Compare. Write >, <, or =. Show your work.
\dfrac{4}{5} \square \dfrac{3}{5}
Compare. Write >, <, or =. Show your work.
\dfrac{8}{3} \square \dfrac{5}{3}
Compare. Write >, <, or =. Show your work.
\dfrac{1}{3} \square \dfrac{1}{5}
Compare. Write >, <, or =. Show your work.
\dfrac{7}{5} \square \dfrac{7}{4}
Compare. Write >, <, or =. Show your work.
1 \dfrac{3}{4} \square 1 \dfrac{1}{2}
Compare. Write >, <, or =. Show your work.
2 \dfrac{1}{2} \square 2 \dfrac{4}{8}
Order each set of numbers from least to greatest.
2 \dfrac{1}{3}, \dfrac{5}{3}, \dfrac{2}{3}
Order each set of numbers from least to greatest.
1 \dfrac{3}{8}, 2 \dfrac{1}{8}, 1 \dfrac{2}{4}
Order each set of numbers from least to greatest.
\dfrac{5}{3}, 1 \dfrac{5}{6}, \dfrac{2}{3}, 1 \dfrac{1}{3}
Write a decimal equivalent for each fraction.
\dfrac{2}{5}
Write a decimal equivalent for each fraction.
\dfrac{1}{4}
Write a decimal equivalent for each fraction.
\dfrac{6}{5}
Write a decimal equivalent for each fraction.
\dfrac{7}{2}
Write a decimal equivalent for each fraction.
1 \dfrac{6}{8}
Write a decimal equivalent for each fraction.
2 \dfrac{3}{4}
Write an equivalent fraction for each decimal.
0.7
Write an equivalent fraction for each decimal.
0.30
Write an equivalent fraction for each decimal.
0.47
Write an equivalent fraction for each decimal.
1.4
Write an equivalent fraction for each decimal.
1.5
Write an equivalent fraction for each decimal.
2.62
Write the ratio of glass beads to wooden beads.
Write the ratio of wooden beads to glass beads.
Nana makes rock candy with 1 cup of water and 5 cups of sugar.
a) Model the ratio of sugar to water with counters.
b) Write the ratio of sugar to water.
Drew made Aboriginal soft-bread from a recipe that read “Mix the cups of white corn flour to sugar in a 5 to 1 ratio.”
a) If Drew used 10 cups of white corn flour, how many cups of sugar did he use?
b) Write another part-to-part ratio for the recipe.
c) Write four other ratios describing the flour and sugar mixture.
Copy and complete each equivalent ratio.
1 to 8 = \square to 64
Copy and complete each equivalent ratio.
4 to 10 = \square to 70
Copy and complete each equivalent ratio.
12 to 14 = \square to 7
Copy and complete each equivalent ratio.
18 to 2 = \square to 1
William wants to make a carving from plaster of Paris. She will make the plaster of Paris using a ratio of 2 parts plaster to 1 part water. If she uses 6 cups of plaster of Paris, how many cups of water will she need to add?
What percent of each whole is coloured?
What percent of each whole is coloured?
What percent of each whole is coloured?
Write each ratio as a percent. Use a hundredths grid.
92 to 100
Write each ratio as a percent. Use a hundredths grid.
12 to 20
Write each ratio as a percent. Use a hundredths grid.
\dfrac{9}{25}
Write each ratio as a percent. Use a hundredths grid.
\dfrac{8}{40}
Write each ratio as a percent. Use a hundredths grid.
8:100
Write each ratio as a percent. Use a hundredths grid.
40:50
What percent might you use to describe each?
all
What percent might you use to describe each?
almost all
What percent might you use to describe each?
none
What percent might you use to describe each?
almost none
What percent might you use to describe each?
a little over half
What percent might you use to describe each?
just less than one fourth
Write each set of numbers as percents and order them from least to greatest.
16%, \dfrac{1}{10}, 0.14, 0.9
Write each set of numbers as percents and order them from least to greatest.
0.98, \dfrac{12}{15}, 87%, 0.89
Write each set of numbers as percents and order them from least to greatest.
40%, 0.59, \dfrac{6}{8}, 0.38
Data was collected on how people in Toronto travel to work.
a) Copy and complete the table.
b) Order the methods of travel from least to greatest.
Calculate 10% and 25% of each measurement. Show your work.
a 100 m swimming pool
Calculate 10% and 25% of each measurement. Show your work.
a 10 km run
Calculate 10% and 25% of each measurement. Show your work.
a 60 min class
Calculate 10% and 25% of each measurement. Show your work.
a group of 440 people
Estimate or calculate each percent. Show your work.
75% of 40
Estimate or calculate each percent. Show your work.
50% of 212
Estimate or calculate each percent. Show your work.
10% of $189
Estimate or calculate each percent. Show your work.
40% of $50
Estimate or calculate each percent. Show your work.
15% of 60 km
Estimate or calculate each percent. Show your work.
20% of 67 people
For each book, about how many pages are in one chapter?
a three-chapter book with 45 pages
For each book, about how many pages are in one chapter?
a five-chapter book with 70 pages
For each book, about how many pages are in one chapter?
a six-chapter book with 90 pages
Four families are travelling to Niagara Falls from different places. Order their speeds from least to greatest.
Which store has the best bargain for kiwis?