√[4]{16}的意思、翻譯和例句

是什麼意思

「√[4]{16}」表示16的四次方根。四次方根是指一個數字,當它自我相乘四次時,結果是16。在這種情況下,√[4]{16}的值是2,因為2×2×2×2=16。

依照不同程度的英文解釋

  1. The number that, when multiplied by itself four times, gives 16.
  2. A number that makes 16 when you multiply it by itself four times.
  3. The value that results when you find a number that equals 16 when raised to the power of four.
  4. A mathematical operation to find a number that produces 16 when raised to the fourth power.
  5. The calculation to determine which number, when multiplied by itself four times, equals 16.
  6. The fourth root of 16, which is the number that, when exponentiated to four, results in 16.
  7. A mathematical expression representing the fourth root of 16.
  8. A representation of the fourth root operation applied to the number 16.
  9. An expression indicating the fourth root of a number, in this case, 16.
  10. The mathematical concept of finding a number that, when raised to the fourth power, equals 16.

相關英文單字或片語的差別與用法

1:Fourth root

用法:

用來描述一個數字的四次方根,通常在數學中使用,特別是在代數和高等數學中。它是指一個數字,當它自我相乘四次時,會得到原數。這在解決方程或分析數據時非常有用。

例句及翻譯:

例句 1:

√[4]{16}等於2,因為2的四次方是16。

The fourth root of 16 is 2, because 2 raised to the fourth power is 16.

例句 2:

計算√[4]{81},你會得到3。

Calculating the fourth root of 81 gives you 3.

例句 3:

在學習指數時,了解四次方根的概念是很重要的。

Understanding the concept of the fourth root is important when learning about exponents.

2:Radical

用法:

這是一個數學術語,通常用來表示根號,特別是當涉及到平方根或更高次方根時。它在數學公式和計算中經常出現,特別是在代數中。

例句及翻譯:

例句 1:

√[4]{16}是個根號表達式。

The fourth root of 16 is a radical expression.

例句 2:

在數學中,根號符號用來表示平方根或其他次方根。

In mathematics, the radical symbol is used to denote square roots or other roots.

例句 3:

學習根號的運算對於解決代數問題非常重要。

Learning how to operate with radicals is very important for solving algebra problems.

3:Exponentiation

用法:

這是一種數學操作,用於表示數字的次方,通常用來計算一個數字自我相乘的次數。在計算中,這是一個基本概念,尤其是在處理指數和根號時。

例句及翻譯:

例句 1:

指數運算是數學中一個基本的概念。

Exponentiation is a fundamental concept in mathematics.

例句 2:

√[4]{16}的計算涉及到指數運算。

Calculating the fourth root of 16 involves exponentiation.

例句 3:

理解指數運算對於學習高等數學至關重要。

Understanding exponentiation is crucial for learning advanced mathematics.