A mix uses 5 cups of oats for 7 cups of seeds. Complete the table (oats, seeds): (5, 7), (10, ___), (15, ___).
Multiply both parts by 2 and by 3.
I can complete an equivalent-ratio table.
Multiply both values in a ratio by the same scale factor. Organize pairs in a table and check that every row compares the same quantities in the same order.
A mix uses 5 cups of oats for 7 cups of seeds. Complete the table (oats, seeds): (5, 7), (10, ___), (15, ___).
Multiply both parts by 2 and by 3.
A mix uses 5 cups of oats for 6 cups of seeds. Complete the table (oats, seeds): (5, 6), (10, ___), (20, ___) and explain how you know the last two rows are equivalent.
Multiply both parts by 2 and by 4.
Work in order. Start with the foundations, then build toward explanation and application.
A mix uses 6 cups of oats for 7 cups of seeds. Complete the table (oats, seeds): (6, 7), (12, ___), (30, ___).
A mix uses 7 cups of oats for 3 cups of seeds. Complete the table (oats, seeds): (7, 3), (14, ___), (14, ___).
A mix uses 5 cups of oats for 2 cups of seeds. Complete the table (oats, seeds): (5, 2), (10, ___), (20, ___).
A mix uses 6 cups of oats for 6 cups of seeds. Complete the table (oats, seeds): (6, 6), (12, ___), (12, ___).
A mix uses 2 cups of oats for 7 cups of seeds. Complete the table (oats, seeds): (2, 7), (4, ___), (6, ___).
A mix uses 3 cups of oats for 7 cups of seeds. Complete the table (oats, seeds): (3, 7), (6, ___), (18, ___).
A mix uses 5 cups of oats for 5 cups of seeds. Complete the table (oats, seeds): (5, 5), (10, ___), (35, ___) and explain how you know the last two rows are equivalent.
A mix uses 7 cups of oats for 2 cups of seeds. Complete the table (oats, seeds): (7, 2), (14, ___), (35, ___) and explain how you know the last two rows are equivalent.
A mix uses 4 cups of oats for 5 cups of seeds. Complete the table (oats, seeds): (4, 5), (8, ___), (24, ___) and explain how you know the last two rows are equivalent.
A mix uses 8 cups of oats for 4 cups of seeds. Complete the table (oats, seeds): (8, 4), (16, ___), (56, ___) and explain how you know the last two rows are equivalent.
Multiply both parts by 2 and by 5.
Multiply both parts by 2 and by 2.
Multiply both parts by 2 and by 4.
Multiply both parts by 2 and by 2.
Multiply both parts by 2 and by 3.
Multiply both parts by 2 and by 6.
Multiply both parts by 2 and by 7.
Multiply both parts by 2 and by 5.
Multiply both parts by 2 and by 6.
Multiply both parts by 2 and by 7.