Question

what is the unit place of 6¹⁰⁰​

Answer 1

Answer:

6 is ur answer

hope this is useful to u

Answer 2

$\text{In order to find unit's place of}\: 6^{100} \: \text{let's consider this - } \\</p><p>6^1 = 6 \\</p><p>6^2 = 36 \\</p><p>6^3 = 216 \\</p><p>6^4 = 1296 \\</p><p>6^5 = 7776 \\</p><p>.... \text{and so on}\\</p><p></p><p>\text{We can see the last digit is always 6} \\</p><p>\text{For 6 raised to any positive integral power, it will always end with 6}\\</p><p>\text{Hence} \: 6^{100} \: \text{also ends with 6}$