\sqrt[51]{45} {21}^{13 \frac{5}{122 \times \frac{52}{44} } } кто знает ответ пжж!!​

Ответ:

Объяснение:

Simplify the fraction:

122 / 52 = 11 / 5

Combine the fraction and exponent:

13 \frac{5}{11} = \frac{148}{11}

Simplify the 52nd root of 45:

√[51]{45} ≈ 1.015

Write the expression with simplified terms:

1.015 * 21^(148/11)

Evaluate the remaining exponent:

21^(148/11) is a very large number and calculating it directly might be impractical. You can either:

Use a calculator or computer software to approximate the value.

Leave the expression in logarithmic form, for example:

1.015 * 21^(log21(148/11))

This representation provides the exact value without explicitly calculating the very large number.

Therefore, the simplified expression is either:

Approximately 1.015 * 21^(148/11) (numerical approximation)

1.015 * 21^(log21(148/11)) (exact but logarithmic form)

The choice depends on your desired level of precision and presentation format.