Question

(0,2)³ * (6⁴+5³)²=Решите с расчётами

Answer 1

(1/5)^3×(6^8+324000+15625) (здесь используем эту формулу (a+b)^2=a^2+2ab+b^2)
потом получается
1/125×(6^8+339625) теперь используем распределительное свойство,т.е. умножаем фонтанчиком 1/125 на 6^8 и на 339625
получается 6^8/125+2717=16153,928

Answer 2

0,2^3*(6^4+5^3)^2=0,008*(1296+125)^2=0,008*1421^2=0,08*2019241=16153,928
Ответ:{16153,928}

Answer 3

To solve the expression (0, 2)³ * (6⁴ + 5³)², we'll first evaluate the components within each parentheses and then perform the multiplication.

Step 1: Evaluate the expression within the first parentheses (0, 2)³ (0, 2)³ means that each component (0 and 2) will be cubed individually.

(0)³ = 0 (2)³ = 2 * 2 * 2 = 8

So, the result within the first parentheses is (0, 8).

Step 2: Evaluate the expression within the second parentheses (6⁴ + 5³) 6⁴ = 6 * 6 * 6 * 6 = 1296 5³ = 5 * 5 * 5 = 125

(6⁴ + 5³) = 1296 + 125 = 1421

Step 3: Evaluate the overall expression (0, 2)³ * (6⁴ + 5³)² Now we square the result obtained in Step 2.

(0, 2)³ * (6⁴ + 5³)² = (0, 8) * (1421)²

Now, let's perform the multiplication:

(0, 8) * (1421)² = (0 * 1421, 8 * 1421) = (0, 11368)

So, the final result of the expression is (0, 11368).