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(b) (4 points) Predict the number of no-see-ums after 5 days using your formula from part a. Math 130A 16 hours before an individual needs

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(b) (4 points) Predict the number of no-see-ums after 5 days using your formula from part a. Math 130A 16 hours before an individual needs to drink a second coreee. Round to 2 decimal places Math 130A 17 9. (10 points) Fill in the following table Function Initial Value Growth or Decay Growth or Decay Factor Growth or Decay Rate (%) Exponential 12 oz. 0.06 185 lbs. 0.53 $927 Growth 6.4% 48 gallons Decay 10% 10. Create a linear or an exponential function based on the given conditions. (a) (1 point) A function with a slope of 5 and initial value of -4. (b) (1 point) A function with an average rate of change of and a y-intercept of 32. (c) (1 point) A function with a y-intercept of 5 and a growth factor of 1.045. (d) (1 point) A function with an initial value of 21 and a growth rate of 3%

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