Previos: D(t)=1550+42t-15t=1550=27t (t represtentnig time)
Based on the function for D, what would be the total amount of non functional components in 2014? Let 1993 be represented by 0.
assuming t is in years, in 2014, t = 21
Just plug in t=21 into your formula (which I can't seem to make understandable).
To find the total amount of non-functional components in 2014, we can substitute the value of t = 2014 - 1993 = 21 into the function D(t) and solve for the result.
Given that D(t) = 1550 + 42t - 15t + 1550 = 27t, we can substitute t = 21 into the equation:
D(21) = 27(21)
To compute the value of D(21), we need to multiply 27 and 21 together:
D(21) = 567
Therefore, the total amount of non-functional components in 2014, with 1993 represented by 0, would be 567.