Love Mullins
01/23/2023 · Primary School

\( \sqrt { \frac { 49 a ^ { 6 } } { d ^ { 6 } } } \operatorname { npn } a = 3 n d = 2 \)

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Step-by-step Solution

Для решения этой задачи, мы должны подставить значения \( a = 3 \) и \( d = 2 \) в выражение \( \sqrt { \frac { 49 a ^ { 6 } } { d ^ { 6 } } } \). Подставляя значения, получаем: \( \sqrt { \frac { 49 \times 3^6 } { 2^6 } } \) Теперь вычислим это выражение. Calculate the value by following steps: - step0: Calculate: \(\sqrt{\frac{49\times 3^{6}}{2^{6}}}\) - step1: Multiply the terms: \(\sqrt{\frac{35721}{2^{6}}}\) - step2: Use the properties of radicals: \(\frac{\sqrt{35721}}{\sqrt{2^{6}}}\) - step3: Simplify the expression: \(\frac{189}{2^{3}}\) - step4: Evaluate the power: \(\frac{189}{8}\) Результат вычисления выражения \( \sqrt { \frac { 49 a ^ { 6 } } { d ^ { 6 } } } \) при \( a = 3 \) и \( d = 2 \) равен \( \frac{189}{8} \) или \( 23\frac{5}{8} \) или \( 23.625 \).

Quick Answer

Результат выражения \( \sqrt { \frac { 49 a ^ { 6 } } { d ^ { 6 } } } \) при \( a = 3 \) и \( d = 2 \) равен \( \frac{189}{8} \) или \( 23.625 \).
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