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Rearrange the formula \((s2 a2 x2)/(22 u4) = h\) to make \(h\) the subject.

Mathematics

ScanSolve AI Answer

Answer

s2a2x24u4\frac{s^2 a^2 x^2}{4 u^4}

Step-by-step solution

3 steps
  1. Write down the given formula.

    The formula provided is:

    s2a2x222u4=h\frac{s^2 a^2 x^2}{2^2 u^4} = h
  2. Simplify the constant term in the denominator.

    Calculate 222^2:

    22=42^2 = 4

    Substitute this value back into the formula:

    s2a2x24u4=h\frac{s^2 a^2 x^2}{4 u^4} = h
  3. Observe the position of hh.

    The variable hh is already isolated on one side of the equation. Therefore, hh is already the subject of the formula.

    The final answer is:

    h=s2a2x24u4h = \boxed{\frac{s^2 a^2 x^2}{4 u^4}}
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