karipeters
New member
- Joined
- Dec 5, 2011
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- 13
Consider that the age, x, of a unicorn in human equivalent years can be given by the formula f(x) = - 0.001218x4 + 0.082326x3 – 1.3267x2 + 12.46x + 4.914. When a unicorn is 2.5 years old, what is its age in human equivalent years? I'm I doing this right??
f(x) = - 0.001218x4 + 0.082326x3 – 1.3267x2 + 12.46x + 4.914
f(2.5) = -0.001218(2.5) 4 + 0.082326(2.5) 3 – 1.3267(2.5) 2 + 12.46(2.5) + 4.914
= -0.001218(39.0625) + 0.082326(15.625) – 1.3267(6.25) + 12.46(2.5) + 4.914
= -0.047578125 +1.28634375 –8.291875 + 31.15 + 4.914
= 1.23876563 – (-7.05310937) + 24.096890625 + 29.01089025
= 8.291875 + 32.388765625 + 61.399655875
= 40.680640625 + 61.399655875
= 102.0802965
Answer:102.0802965
f(x) = - 0.001218x4 + 0.082326x3 – 1.3267x2 + 12.46x + 4.914
f(2.5) = -0.001218(2.5) 4 + 0.082326(2.5) 3 – 1.3267(2.5) 2 + 12.46(2.5) + 4.914
= -0.001218(39.0625) + 0.082326(15.625) – 1.3267(6.25) + 12.46(2.5) + 4.914
= -0.047578125 +1.28634375 –8.291875 + 31.15 + 4.914
= 1.23876563 – (-7.05310937) + 24.096890625 + 29.01089025
= 8.291875 + 32.388765625 + 61.399655875
= 40.680640625 + 61.399655875
= 102.0802965
Answer:102.0802965