Horatio weighs three times as much as Kimberly, and together they weigh a total of 95 kilograms. If h represents Horatio's weight, and k represents Kimberly's weight, which system of equations could you use to determine how much each weighs?

Answer Find out the  which system of equations could you use to determine how much each weighs .To proveAs givenHoratio weighs three times as much as Kimberly. together they weigh a total of 95 kilograms . h = represents Horatio's weight .k = represents Kimberly's weight.As Horatio weighs three times as much as Kimberly .Horatio weighs becomes (h) = 3kThan the equation becomesh + k = 95put h = 3k in the above equation3k + k = 954k = 95[tex]k = \frac{95}{4}[/tex]k = 23.75 kilogramPut in the equationh = 3k   = 3 × 23.75   = 71.25 kilogramTherefore the weight of the Horatio's is 71.25 kilogram. and the weight of the Horatio's is 23.75 kilogram.