Common Powers to Memorize for the Exams

Powers of 2

n2ⁿ
12
24
38
416
532
664
7128
8256
9512
101024

Tip: 2¹⁰ ≈ 1000 (handy for approximations)

Powers of 3

n3ⁿ
13
29
327
481
5243
6729

Powers of 4

n4ⁿ
14
216
364
4256
51024

🧩 Pattern: Powers of 4 end in 4, 6, 4, 6, …

Powers of 5

n5ⁿ
15
225
3125
4625
53125
615625

🧠 Tip: Always ends in 5 or 25.

Powers of 6

n6ⁿ
16
236
3216
41296

🧩 Pattern: Always ends in 6 (after the first power).

Powers of 7

n7ⁿ
17
249
3343
42401

Powers of 8

n8ⁿ
18
264
3512
44096

Powers of 9

n9ⁿ
19
281
3729

🧩 Pattern: Units digit alternates — 9, 1, 9, 1…

Powers of 10

n10ⁿ
110
2100
31000
410000
5100000

🧠 Easiest — just count zeros!

Common Squares of Fractions

ExpressionValue
(½)²¼
(⅓)²1/9
(¼)²1/16
(¾)²9/16
(1.5)²2.25
(2.5)²6.25

Study Tip:

  • Learn 2ⁿ, 3ⁿ, 5ⁿ till n = 10, these appear the most.
  • Recognize unit digit patterns, helps with “unit digit” or “digital root” questions.
  • Keep this table handy with your squares/cubes for revision.
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