← When you can only add, aim for the multiple above · Divisibility and Remainder Reasoning

When you can only add, aim for the multiple above · 12 practice problems

6.NS.B.3

0 / 12 solved

Generated variants — 12

Freshly produced from the archetype’s parameters — problem, figure, and solution derived together.

Variant 1 easy

There are 38.15 kg38.15\ \text{kg} of walnuts to be packed into sacks holding 1.62 kg1.62\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 2 easy

There are 41.26 kg41.26\ \text{kg} of walnuts to be packed into sacks holding 1.48 kg1.48\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 3 easy

There are 49.3 kg49.3\ \text{kg} of walnuts to be packed into sacks holding 1.26 kg1.26\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 4 easy

There are 52.4 kg52.4\ \text{kg} of walnuts to be packed into sacks holding 1.75 kg1.75\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 5 medium

There are 56.73 kg56.73\ \text{kg} of walnuts to be packed into sacks holding 1.93 kg1.93\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 6 medium

There are 63.18 kg63.18\ \text{kg} of walnuts to be packed into sacks holding 2.14 kg2.14\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 7 medium

There are 69.05 kg69.05\ \text{kg} of walnuts to be packed into sacks holding 3.15 kg3.15\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 8 medium

There are 71.25 kg71.25\ \text{kg} of walnuts to be packed into sacks holding 3.48 kg3.48\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 9 hard

There are 74.8 kg74.8\ \text{kg} of walnuts to be packed into sacks holding 2.36 kg2.36\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 10 hard

There are 82.5 kg82.5\ \text{kg} of walnuts to be packed into sacks holding 4.25 kg4.25\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 11 hard

There are 84.06 kg84.06\ \text{kg} of walnuts to be packed into sacks holding 2.63 kg2.63\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

Variant 12 hard

There are 96.42 kg96.42\ \text{kg} of walnuts to be packed into sacks holding 2.87 kg2.87\ \text{kg} each. To fill every sack completely with none left over, at least how many more kilograms of walnuts are needed?

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