Cyndee wants to invest $50,000. Her financial planner advises her to invest in three types of accounts: one paying 3%, one paying 5%, and one paying 6% simple interest per year. Cyndee wants to twice as much in the lowest-yielding, least-risky account as in the highest-yielding account. How much should she invest in each account to achieve a total annual return of $2165? least-risky 24 intermediate %24 highest-yielding

Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
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Chapter3: Math Models
Section3.3: Solve Mixture Applications
Problem 3.63TI: Orlando is mixing nuts and cereal squares to make a party mix. Nuts sell for $7 a pound and cereal...
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Cyndee wants to invest $50,000. Her financial planner advises her to invest in three types of accounts: one paying 3%, one paying 5%, and one paying 6% simple interest per year. Cyndee wants to put
twice as much in the lowest-yielding, least-risky account as in the highest-yielding account. How much should she invest in each account to achieve a total annual return of $2165?
least-risky
2$
intermediate
2$
highest-yielding
2$
Transcribed Image Text:Cyndee wants to invest $50,000. Her financial planner advises her to invest in three types of accounts: one paying 3%, one paying 5%, and one paying 6% simple interest per year. Cyndee wants to put twice as much in the lowest-yielding, least-risky account as in the highest-yielding account. How much should she invest in each account to achieve a total annual return of $2165? least-risky 2$ intermediate 2$ highest-yielding 2$
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