Question 1151878
 Suppose g(t)=t^2−7t+12.
(a) Find, simplifying your answer as possible: g(0)= 
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Wherever you see t, sub zero (0)
g(0) = 0^2 - 7*0 + 12
g(0) = 12
Could it be easier?
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(b) Solve g(t)=0, simplifying your answer as possible:
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g(t)=t^2−7t+12 = 0
(t-3)*(t-4) = 0
t = 3
t = 4