Question

Вычислить 1101001^2+161^8=?^8

Answer 1

Если степень это основание системы числа в вашем примере, то :
$1101001_{2} + 161_{8} = 151_{8} + 161_{8} = 332_{8}$

Answer 2

To calculate the given expressions, let's solve them step by step:

1. 1101001^2 (1101001 raised to the power of 2): 1101001^2 = 1101001 * 1101001 = 1214207026001

2. 161^8 (161 raised to the power of 8): 161^8 = 161 * 161 * 161 * 161 * 161 * 161 * 161 * 161 = 3512479453926104801

3. Now, let's find the value of "?": "?^8" is equivalent to finding the 8th root of the expression "1101001^2 + 161^8".

"?^8 = (1101001^2 + 161^8)^(1/8)"

"?^8 = (1214207026001 + 3512479453926104801)^(1/8)" "?^8 = 3512479455140311802^(1/8)"

The value of "?" is the 8th root of 3512479455140311802. Let's find that:

"? = (3512479455140311802)^(1/8)" "? ≈ 2071.49877" (approximately, rounded to 5 decimal places)

So, the value of "?^8" is approximately 2071.49877^8 ≈ 3512479455140311802.

To summarize: 1101001^2 = 1214207026001 161^8 = 3512479453926104801 ?^8 ≈ 3512479455140311802