1. Equations can be translated because they have distinct values<span>. Translating equations is logically the same as moving an object into another place without changing its form. A translation can be done with finding the equivalent function of another origin. </span>2. The anwer is none of the above. A translated equation should be equivalent to the original equation following the general rule -what is done on one side should also be done on the other. The original equation can be obtained by finding the absolute value of either side and knowing the difference to the given value. If the graph of <span>y = f(x) is translated in all variables, then the translated equation is </span><span><span>y − b</span> = <span>f(x − a).</span></span>
