Answer:
Step-by-step explanation:
(A) Determine what the tolerance is for the desired weight 97
The tolerance N% is equal to 1.5% of 97
1.5/100 × 97 = 1.455
Lower limit = 97 - 1.455 = 95.545
Upper limit = 97 + 1.455 = 98.455
(B) Place the vector values into two groups;
- Variables lower than 97
95.5, -97.2, 96.2, 96.1
- Variables higher than 97
98.2, 100, 99.9, 99.8
(C) Determine if each of the values is within the tolerance bracket or not
1. Value 97 is within the tolerance. As a matter of fact, it is the desired weight.
2. Value 98.2 is within the tolerance
3. Value 95.5 is within the tolerance
4. Value -97.2 is far below the tolerance bracket or lower limit
5. Value 96.2 is within the tolerance
6. Value 100 is outside the tolerance
7. Value 99.9 is outside the tolerance
8. Value 99.8 is outside the tolerance
9. Value 96.1 is within the tolerance
