This option is correct because 3Β³ means 3 multiplied by itself three times. Calculating 3 Γ 3 Γ 3 gives 27. This follows directly from the definition of exponentiation. Therefore, 3Β³ equals 27.
Option A:
Squaring 3 gives 3Β² = 9, which is too small. The exponent 3 requires one more multiplication by 3. Hence, 9 is not the correct value for 3Β³.
Option B:
The result 27 comes from multiplying 3 by itself three times in succession. The sequence 3, 9 and then 27 confirms that 3Β³ = 27. This directly matches the required calculation, so this option is correct.
Option C:
The number 18 does not arise from any standard power of 3. It would require 3 Γ 6, not 3 Γ 3 Γ 3. Therefore, 18 is not correct here.
Option D:
The number 21 also does not match the cube of 3. It lies between 16 and 25 but has no connection to 3Β³. Thus, this option is incorrect.
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