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Least common denominator x+x(y/12/100)z

You have entered [src]

      /y \  
      |--|  
      \12/  
x + x*----*z
      100

$$x + z x \frac{\frac{1}{12} y}{100}$$

x + (x*((y/12)/100))*z

General simplification [src]

x*(1200 + y*z)
--------------
     1200

$$\frac{x \left(y z + 1200\right)}{1200}$$

x*(1200 + y*z)/1200

Rational denominator [src]

1200*x + x*y*z
--------------
     1200

$$\frac{x y z + 1200 x}{1200}$$

(1200*x + x*y*z)/1200

Trigonometric part [src]

    x*y*z
x + -----
     1200

$$\frac{x y z}{1200} + x$$

x + x*y*z/1200

Numerical answer [src]

x + 0.000833333333333333*x*y*z

x + 0.000833333333333333*x*y*z

Common denominator [src]

    x*y*z
x + -----
     1200

$$\frac{x y z}{1200} + x$$

x + x*y*z/1200

Combining rational expressions [src]

x*(1200 + y*z)
--------------
     1200

$$\frac{x \left(y z + 1200\right)}{1200}$$

x*(1200 + y*z)/1200

Combinatorics [src]

x*(1200 + y*z)
--------------
     1200

$$\frac{x \left(y z + 1200\right)}{1200}$$

x*(1200 + y*z)/1200

Assemble expression [src]

  /    y*z \
x*|1 + ----|
  \    1200/

$$x \left(\frac{y z}{1200} + 1\right)$$

    x*y*z
x + -----
     1200

$$\frac{x y z}{1200} + x$$

x + x*y*z/1200

Powers [src]

    x*y*z
x + -----
     1200

$$\frac{x y z}{1200} + x$$

x + x*y*z/1200

Least common denominator x+x*(y/12/100)*z