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1. Kimoi makes candy to sell in her candy store. 0 The function s(d) represents the amount of sugar, in pounds, she can purchase with d dollars. 0 The function C(p) represents the number of caramels she can make with p pounds of sugar. 0 The function t(p) represents the number of toffees she can make with p pounds of sugar. Assume that s, c, and t are all invertible and differentiable functions. (a) Use a complete sentence to give a practical interpretation for each of the following equations. i. 23(20) = 3(35) ii. t(s(3)) = 140 iii. 34 = s'1(c'1(2400)) (b) Use the functions 3, c, t, and/ or their inverses to give a mathematical equation representing each of the following sentences. i. Kimoi can buy 30 pounds of sugar for $14. ii. It takes the same amount of sugar to make 500 caramels as it does to make 410 toffees. iii. If Kimoi has 8 pounds of sugar rather than 6 pounds, she can make 170 more caramels. (c) i. Complete the following sentence to give a practical interpretation1 of the following equation s'(23) = 4.5 If Kimoi spends $23.20 instead of $23, then... ii. Use a derivative of one of the functions 3, c, t, or their inverses to give a mathematical equation supporting the following sentence. If Kimoi uses only 25.5 pounds of sugar rather than 26 pounds, she would make about 15 fewer toees