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Xavier's pet iguana weighs 15 pounds more than Zach's pet ferret. Their total weight is 145 pounds.

Find the weight of Xavier's pet iguana.

Answer :

To determine the weight of Xavier's iguana, we created and solved an algebraic equation based on the given information. We found that Zach's ferret weighs 65 pounds, and thus Xavier's iguana weighs 80 pounds.

The question involves creating an equation to solve a problem where Xavier's pet iguana weighs 15 pounds more than Zach's pet ferret, and their combined weight is 145 pounds. To solve for the iguana's weight, we'll use variables to represent the unknown weights and set up an equation to find the solution.

Lt's say that the weight of Zach's ferret is F pounds. According to the problem, Xavier's iguana weighs 15 pounds more than the ferret, so the iguana's weight is F + 15 pounds. The total weight of both animals is given as 145 pounds, so we can write the following equation to represent the situation:

F + (F + 15) = 145

Solving the equation for F involves combining like terms and then isolating the variable F on one side of the equation:

2F = 130

F = 65 pounds (Zach's ferret's weight)

Once we have found the weight of the ferret, we can find the iguana's weight by adding 15 pounds:

Xavier's iguana weighs F + 15 = 65 + 15 = 80 pounds.

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Rewritten by : Barada

Xavier pet iguana weights 87.5. Zach's ferret weights 60.5. If you add them up you will get a total off 145.