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What is the value of 3^4?

The value of 343^4 is 8181.

To grasp why 343^4 equals 8181, let’s break down the expression. The notation 343^4 signifies that the number 33 is multiplied by itself four times. This represents an exponentiation, where 33 is the base and 44 is the exponent. We can express this calculation as follows:

34=3×3×3×33^4 = 3 \times 3 \times 3 \times 3

First, we multiply the first two 33s:

3×3=93 \times 3 = 9

Next, we take that result and multiply it by the next 33:

9×3=279 \times 3 = 27

Finally, we multiply that result by the last 33:

27×3=8127 \times 3 = 81

Thus, we can confirm that 343^4 equals 8181. Exponentiation is a method used to express repeated multiplication of the same number. It is a fundamental concept in mathematics, particularly valuable in algebra and advanced mathematics. Mastering how to work with exponents will enhance your ability to tackle more complex problems involving powers and roots.

Answered by: Prof. Alan Smith
A-Level Physics Tutor
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