Give the solution set with an exact with an approximation to the nearest thousandth. 2e^5X+2 = 8 6^2-x = 2^3x+l log (ln x) = 1 A population is increasing according to the equation y = 2e^0.02t, where y is in millions and t is in years. Match each question in parts (a)-(d) with one of the solution methods A-D. How long will it take for the population to triple? When will the population reach 3 million? How large will the population be in 3 years? How large will the population be in 4 months? Evaluate 2e^0.02(1/3). Solve 2e^0.02t = 6 for t. Evaluate 2e^0.002(3). Solve 2e^0.02t = 3 for t. After a medical drug is injected into the bloodstream, it is
Show transcribed image textGive the solution set with an exact with an approximation to the nearest thousandth. 2e^5X+2 = 8 6^2-x = 2^3x+l log (ln x) = 1 A population is increasing according to the equation y = 2e^0.02t, where y is in millions and t is in years. Match each question in parts (a)-(d) with one of the solution methods A-D. How long will it take for the population to triple? When will the population reach 3 million? How large will the population be in 3 years? How large will the population be in 4 months? Evaluate 2e^0.02(1/3). Solve 2e^0.02t = 6 for t. Evaluate 2e^0.002(3). Solve 2e^0.02t = 3 for t. After a medical drug is injected into the bloodstream, it is