<\/span><\/h2>\nTo find the minimum value in a set of numbers, follow these steps:<\/strong><\/p>\n<\/p>\n- Start by assuming the first number in the set is the minimum.<\/li>\n
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- Compare this assumed minimum with each subsequent number in the set.<\/li>\n
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- If you find a number smaller than the assumed minimum, update the assumed minimum to that number.<\/li>\n
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- Repeat this process until you have compared all the numbers in the set.<\/li>\n
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- The final assumed minimum will be the minimum value in the set.<\/li>\n
\n<\/ol>\n
Let’s consider an example to illustrate this process:<\/p>\n
Suppose we have the set of numbers: {7, 19, 2, 13, 8, 5}. We will follow the steps mentioned above:<\/p>\n
<\/p>\n- Assume the first number, 7, as the minimum.<\/li>\n
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- Compare 7 with 19. 19 is larger, so the assumed minimum remains 7.<\/li>\n
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- Compare 7 with 2. 2 is smaller, so the assumed minimum is updated to 2.<\/li>\n
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- Compare 2 with 13. 2 is smaller, so the assumed minimum remains 2.<\/li>\n
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- Compare 2 with 8. 2 is smaller, so the assumed minimum remains 2.<\/li>\n
<\/p>\n
- Compare 2 with 5. 2 is smaller, so the assumed minimum remains 2.<\/li>\n
\n<\/ol>\n
The final assumed minimum is 2, which is indeed the smallest value in the set.<\/p>\n