A city with a population of 1,000,000 is growing at a rate of 15% per decade. The population of the city can be predicted using the exponential growth formula p(d)=1,000,000(1+0.15)^d , where d is the number of decades past the current year. Which of the following formulas would more specifically predict the population based on 2-year increments rather than a 10-year increment?(1 point) Responses p(d)=1,000,000(1+0.03)^d p left parenthesis d right parenthesis equals 1,000,000 left parenthesis 1 plus 0.03 right parenthesis superscript d baseline p(d)=1,000,000(1+0.05)^d p left parenthesis d right parenthesis equals 1,000,000 left parenthesis 1 plus 0.05 right parenthesis superscript d baseline p(d)=1,000,000(5+0.15)^d p left parenthesis d right parenthesis equals 1,000,000 left parenthesis 5 plus 0.15 right parenthesis superscript d baseline p(d)=1,000,000(1+0.60)^d