rewrite the division as multiplication h/1/k
h / ( 1 / k ) = ( h / 1 ) / ( 1 / k ) =
h * k / ( 1 * 1 ) = h * k / 1 = h * k
To rewrite the division as multiplication, we will use the concept of reciprocal or multiplicative inverse. The reciprocal of a number x is simply 1/x.
So, to rewrite h/1/k as multiplication, you can multiply h with the reciprocal of 1/k, which is k/1.
Therefore, h/1/k can be rewritten as h * (k/1).