The modified yield is $ 200 \times 1.40 = 280 $ bushels per acre.
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- Calculate 15% of $2.4 million: $ 0.15 \times 2,400,000 = 360,000 $.
- #### $360,000
- A genetically modified crop yields 40% more produce than a standard crop, which yields 200 bushels per acre. How many bushels per acre does the modified crop yield?
- #### 280
- A plant biologist models root growth with the function $ r(t) = \sqrt{t} + 2 $. What is the root growth at $ t = 9 $ weeks?
- Substitute $ t = 9 $: $ r(9) = \sqrt{9} + 2 = 3 + 2 = 5 $.
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