Answer :
The function's value, f(t), is 141. This is determined by simplifying the given expression F(8) step by step: adding positive and negative terms in the expression.
In order to find the value of the function f(t), we need to evaluate the given expression F(8):
F(8) = 84 – 593 + 682 – 18 83 — 382
Simplifying step by step:
1. 84 – 593 = -509
2. 682 – 18 = 664
3. 83 — 382 (This seems to be a typo as there's no clear operation between 83 and 382. Assuming it's subtraction) = -299
Now, the expression becomes:
F(8) = -509 + 664 - 299
Calculating the sum:
F(8) = -144
However, this seems to be a mistake, as the initial given expression seems to be a result of misinterpreted or corrupted text. Assuming the expression was meant to be:
F(8) = 84 – 593 + 682 – 18 - 83 - 382
Now, proceeding with the correct expression:
1. 84 – 593 = -509
2. 682 – 18 = 664
3. -83 - 382 = -465
Now the corrected expression becomes:
F(8) = -509 + 664 - 465
Calculating the sum:
F(8) = -310
So, the correct value of the function F(8) is -310, and therefore, the value of f(t) is -310.
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