Today (Week 0), a certain flower is 0.75 foot tall. Each week, the flower will grow 25% taller than it was the week before. Write a function, where t is the number of weeks from today and h(t) is the predicted height after t weeks from today.
The plant starts at a height of 0.75 feet and grows 25% taller than it was the week before.
If it grows 25% taller than the week before, it would be 125% of what it was the previous week. You would be multiplying the previous week's height by 1.25 {which is 125%} Week 0 = 0.75(1.25)^0 Week 1 = 0.75(1.25)^1 Week 2 = 0.75(1.25)^2 h(t) = 0.75(1.25)^t is the function where t is the number of weeks Ask Algebra House
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