
Mark M. answered 09/01/22
Mathematics Teacher - NCLB Highly Qualified
v represents starting value
1.37v represents value after first year
(0.63)(1.37v), or 0.8631v represents value after second year
The change averaged 0.8631 / 2 per year.
Monem S.
asked 09/01/22One account increased in value one year by 37% and decreased in value the next year by 37%. Find and the "average rate" of change for the account.
Average Rate = % (Hint: Use a positive to represent an increase or a negative to represent decrease.)
Mark M. answered 09/01/22
Mathematics Teacher - NCLB Highly Qualified
v represents starting value
1.37v represents value after first year
(0.63)(1.37v), or 0.8631v represents value after second year
The change averaged 0.8631 / 2 per year.
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