Simple the fraction that says " 3xy-3xp/3p+3yh

Mathematics

ScanSolve AI Answer

Answer

x(y−p)p+yh\frac{x(y - p)}{p + yh}

Step-by-step solution

4 steps

Let's simplify the fraction.

  1. Factor out the common term from the numerator.

    The numerator is 3xy−3xp3xy - 3xp. The common term is 3x3x.

    3xy−3xp=3x(y−p)3xy - 3xp = 3x(y - p)
  2. Factor out the common term from the denominator.

    The denominator is 3p+3yh3p + 3yh. The common term is 3.

    3p+3yh=3(p+yh)3p + 3yh = 3(p + yh)
  3. Rewrite the fraction with the factored terms.

    3x(y−p)3(p+yh)\frac{3x(y - p)}{3(p + yh)}
  4. Cancel out the common factor of 3 from the numerator and the denominator.

    x(y−p)p+yh\frac{x(y - p)}{p + yh}
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