Find the numerical equivalent of two with a small five on the top period and then 2 minus super script two

1 answer

It seems you are describing a mathematical expression involving the number two with a superscript notation. To clarify, it appears you're looking for:

  1. A two with a small five on top, which might indicate \( 2^5 \) (two raised to the power of five).
  2. Then, subtract \( 2 \) raised to the power of two from that result, which is \( 2^2 \).

So, the expression can be written as:

\[ 2^5 - 2^2 \]

Now, let's calculate it:

  1. Calculate \( 2^5 \): \[ 2^5 = 32 \]

  2. Calculate \( 2^2 \): \[ 2^2 = 4 \]

  3. Now, subtract \( 2^2 \) from \( 2^5 \): \[ 32 - 4 = 28 \]

Therefore, the numerical equivalent of the expression you described is \( 28 \).