How do you verify AB for the values of a (75, 118, 25) and b (84, 125, 130)?

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To verify AB for the given values of a and b, we need to follow these steps:

  • Identify Values: We have three values for a: 75, 118, and 25. Also, we have three values for b: 84, 125, and 130.

Let’s denote the operation we are verifying as AB = a * b.

  • Calculate AB: We’ll compute the product of every pair of a and b values.
  • Calculations:
    • When a = 75:
      • AB(75, 84) = 75 * 84 = 6300
      • AB(75, 125) = 75 * 125 = 9375
      • AB(75, 130) = 75 * 130 = 9750
    • When a = 118:
      • AB(118, 84) = 118 * 84 = 9912
      • AB(118, 125) = 118 * 125 = 14750
      • AB(118, 130) = 118 * 130 = 15340
    • When a = 25:
      • AB(25, 84) = 25 * 84 = 2100
      • AB(25, 125) = 25 * 125 = 3125
      • AB(25, 130) = 25 * 130 = 3250

Now, we can summarize the results:

  • Results:
    • For a = 75: 6300, 9375, 9750 (with b values 84, 125, 130 respectively)
    • For a = 118: 9912, 14750, 15340 (with b values 84, 125, 130 respectively)
    • For a = 25: 2100, 3125, 3250 (with b values 84, 125, 130 respectively)

In conclusion, by calculating the products of the respective combinations of a and b, we can effectively verify AB for the provided values.

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