Ratio Table Strategies (Finding Row Multipliers) Quiz

8 questions

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#1 of 8: Mild

Ratio table strategies (finding row multipliers)

The table shows three pairs of equivalent ratios.<selectivedisplay data-props='{"show_in_create":true, "show_in_problem_qa": true}'><TableUIv2 data-props='{ "headers": null, "borders": { "rows": [ 4 ], "cols": [ 3 ] }, "rows": [ [ { "value": 3 }, { "value": 5 } ], [ { "value": 6 }, { "value": "?" } ], [ { "value": "?" }, { "value": 25 } ] ]}'></TableUIv2 ></selectivedisplay>Find the missing values in the table.

#2 of 8: Mild

Ratio table strategies (finding row multipliers)

The table shows three pairs of equivalent ratios.<selectivedisplay data-props='{"show_in_create":true, "show_in_problem_qa": true}'><TableUIv2 data-props='{ "headers": null, "borders": { "rows": [ 4 ], "cols": [ 3 ] }, "rows": [ [ { "value": 7 }, { "value": 3 } ], [ { "value": 42 }, { "value": "?" } ], [ { "value": "?" }, { "value": 27 } ] ]}'></TableUIv2 ></selectivedisplay> Find the missing values in the table.

#3 of 8: Medium

Ratio table strategies (finding row multipliers)

The table shows three pairs of equivalent ratios. <selectivedisplay data-props='{"show_in_create":true, "show_in_problem_qa": true}'><TableUIv2 data-props='{ "headers": null, "borders": { "rows": [ 4 ], "cols": [ 3 ] }, "rows": [ [ { "value": 60 }, { "value": 96 } ], [ { "value": 5 }, { "value": "?" } ], [ { "value": "?" }, { "value": 88 } ] ]}'></TableUIv2 ></selectivedisplay>Find the missing values in the table.

#4 of 8: Medium

Ratio table strategies (finding row multipliers)

The table shows three pairs of equivalent ratios. <selectivedisplay data-props='{"show_in_create":true, "show_in_problem_qa": true}'><TableUIv2 data-props='{ "headers": null, "borders": { "rows": [ 4 ], "cols": [ 3 ] }, "rows": [ [ { "value":"`1/3`" }, { "value": 5 } ], [ { "value": 1 }, { "value": "?" } ], [ { "value": 5 }, { "value": "?" } ] ]}'></TableUIv2 ></selectivedisplay>Find the missing values in the table.

#5 of 8: Medium

Ratio table strategies (finding row multipliers)

The table shows three pairs of equivalent ratios. <selectivedisplay data-props='{"show_in_create":true, "show_in_problem_qa": true}'><TableUIv2 data-props='{ "headers": null, "borders": { "rows": [ 4 ], "cols": [ 3 ] }, "rows": [ [ { "value": "`2/5`" }, { "value": 7 } ], [ { "value": 2 }, { "value": "?" } ], [ { "value": 6 }, { "value": "?" } ] ]}'></TableUIv2 ></selectivedisplay>Find the missing values in the table.

#6 of 8: Medium

Ratio table strategies (finding row multipliers)

The table shows three pairs of equivalent ratios. <selectivedisplay data-props='{"show_in_create":true, "show_in_problem_qa": true}'><TableUIv2 data-props='{ "headers": null, "borders": { "rows": [ 4 ], "cols": [ 3 ] }, "rows": [ [ { "value": 4 }, { "value": "`2/3`" } ], [ { "value":"?" }, { "value": 2 } ], [ { "value": "?" }, { "value": 10 } ] ]}'></TableUIv2 ></selectivedisplay>Find the missing values in the table.

#7 of 8: Spicy

Ratio table strategies (finding row multipliers)

The table shows three pairs of equivalent ratios. <selectivedisplay data-props='{"show_in_create":true, "show_in_problem_qa": true}'><TableUIv2 data-props='{ "headers": null, "borders": { "rows": [ 4 ], "cols": [ 3 ] }, "rows": [ [ { "value": 5 }, { "value": 0.4 } ], [ { "value": "?" }, { "value": 4 } ], [ { "value": "?" }, { "value": 10 } ] ]}'></TableUIv2 ></selectivedisplay>Find the missing values in the table.

#8 of 8: Spicy

Ratio table strategies (finding row multipliers)

The table shows three pairs of equivalent ratios. <selectivedisplay data-props='{"show_in_create":true, "show_in_problem_qa": true}'><TableUIv2 data-props='{ "headers": null, "borders": { "rows": [ 4 ], "cols": [ 3 ] }, "rows": [ [ { "value": 5 }, { "value": 0.6 } ], [ { "value": "?" }, { "value": 6 } ], [ { "value":"?" }, { "value": 9 } ] ]}'></TableUIv2 ></selectivedisplay>Find the missing values in the table.

A table that shows the constant relationship between two values can be defined as a ratio table. A set of data points can be used to observe the constant relationship of the two values. For example, a comparison of hours traveled to miles traveled is a set of data including the constant relationship of the two values.

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