Rosa is considering job offers from two companies.
Company A offered her a starting salary of $50,000 with a $2100 raise at the end of each year.
Company B offered her a starting salary of $50,000 with a 3.4% raise at the end of each year.
Let f(t) represent Rosa's salary at Company A, t years after accepting a position at Company A, and let g(t) represent Rosa's salary at Company B t years after accepting a position at Company B.
Complete the table of values below:

t f(t) g(t)
0 50000 50000
1
2
3

Step-by-step explanation:

Let f(t) represent Rosa's salary at Company A, t years after accepting a position at Company A,

Company A offered her a starting salary of $50,000 with a $2100 raise at the end of each year. This means that in t years, her salary would be

f(t) = 50000 + 2100t

let g(t) represent Rosa's salary at Company B t years after accepting a position at Company B. This means that in t years, her salary would be

g(t) = 50000(1 + 3.4/100)^t

g(t) = 50000(1.034)^t

The table would be

t f(t) g(t)

0 50000 50000

1 50000 + 2100 ×1 50000(1.034)^1

= 52100 = 51700

2 50000 +2100 ×2 50000(1.034)^2

= 54200 = 53457.8

2 50000 +2100 ×3 50000(1.034)^3

= 56300 = 55275.4

could

step-by-step explanation:

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