Question

Which of the following are equivalent to the expression (h) y/z? a) (h/z) y b) h/(yz) c) (h/y) z d) h/(y/z)

Answer 1

The expression (h) y/z is equivalent to h/(y/z).

Step-by-step explanation:

The expression (h) y/z can be represented as h * (y/z). To find the equivalents, we can distribute h to both numerator and denominator.

Using this property, we can conclude that (h) y/z is equivalent to option d) h/(y/z).

Option a) (h/z) y is not equivalent because the order of the factors matters in multiplication. Similarly, option b) h/(yz) is not equivalent because it does not distribute h to both numerator and denominator. Lastly, option c) (h/y) z is not equivalent because it moves h to the numerator instead of distributing it to both numerator and denominator.

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