The means extremes product property of proportion states
that the product should be equal. The means product is the product of the two
inner numbers of the proportion and the extremes product is the product of the
two outer numbers of the proportion.
The suggests that extremes product property of proportion states that the product ought to be equal. The suggests that product is that the product of the 2 inner numbers of the proportion and also the extremes product is that the product of the 2<span> outer numbers of the proportion.
Explanation: </span>The means-extreme property of proportions is that the technique that permits<span> you to cross multiply </span>an<span> equation </span>to search out the solution<span>. </span> AN<span> example would be, if a/b = c/d then ad = </span>BC. <span>The means-extremes property of proportions </span>permits<span> you to cross multiply, taking </span>the merchandise<span> of the </span>means that<span> and setting them </span>adequate the product<span> of the extremes. This property comes in handy </span>once you are making an attempt to solve<span> a proportion.</span>
The correct answer is 10 days following the effective date for an initial public offering and 3 days following the effective date for a secondary offering
