Final answer:
To calculate the required pounds of low-shrink wax to mix with 8 pounds of votive wax for a target price of AED 0.98 per pound, we need the costs per pound of both types of wax. The calculation involves a weighted average equation. Without the costs, the problem cannot be solved.
Step-by-step explanation:
To determine how much low-shrink wax to mix with 8 pounds of votive wax to obtain a blend selling at AED 0.98 a pound, we need additional information such as the cost per pound of both the votive wax and the low-shrink wax. This problem is a typical mixture problem that can be solved using algebra, specifically a weighted average equation that takes into account the amount and price of each type of wax. Unfortunately, without the individual costs of the votive wax and low-shrink wax, we cannot proceed with a solution.
Let's assume the cost per pound of votive wax is AED x and the cost per pound of low-shrink wax is AED y. To calculate, you would set up the equation: 8 * x + y * (number of pounds of low-shrink wax) = (8 + number of pounds of low-shrink wax) * 0.98. You would then solve for the variable representing the number of pounds of low-shrink wax. Since we lack the specific costs, we can't further elaborate on this formula.