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This example demonstrates how to find a total when individual amounts are defined by chained relationships. Starting with the known fact that Charlie has 6 beads, we can calculate that Bob has five times this amount, resulting in 30 beads. Following this, Alice's quantity is determined to be twice Bob's, which is 60 beads. The total for their project is the sum of these individual amounts: 6 (Charlie) + 30 (Bob) + 60 (Alice) = 96 beads.

Example Calculation of a Total from Chained Relative Quantities

A farm has chickens, sheep, and cows. There are 15 chickens. The number of sheep is four times the number of chickens, and the number of cows is twice the number of sheep. What is the total number of animals on the farm?

A team is working on a project with three phases. Phase 1 takes 8 hours to complete. Phase 2 is designed to take three times as long as Phase 1. Phase 3 is expected to take half as long as Phase 2. What is the total estimated time, in hours, to complete the entire project?

Project Time Calculation

Alice, Bob, and Charlie are collaborating on a craft project. For the project, Alice contributes twice as many beads as Bob, and Bob provides five times as many beads as Charlie. Given that Charlie has 6 beads, calculate the total number of beads available for their project.

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