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The number at the unit place of 17123 is :
1
3
7
9
Let's analyze the problem:
- We need the unit digit of 17123.
- Only the unit digit of base (here, 7 from 17) affects the unit digit of its powers.
- The pattern of the unit digit of 7's powers is:
- 71 = 7
- 72 = 49 (9)
- 73 = 343 (3)
- 74 = 2401 (1)
- Then it repeats every 4.
- 123 ÷ 4 = 30 remainder 3.
- So, we look at the 3rd number in the pattern: 3.
Option:1 - 1 ?
Option:2 - 3
Option:3 - 7 ?
Option:4 - 9 ?
Correct Answer: Option:2, 3
By: AARTI ProfileResourcesReport error
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