Final answer:
To find the number of 1 square inch strips of dough Sherrie will need for the top of the pie, we first need to calculate the missing portion of the pie. Since 35% of the pie has already been eaten, we can calculate the remaining portion by subtracting 35% from 100%. This gives us 65% of the pie remaining.
Step-by-step explanation:
To find the number of 1 square inch strips of dough Sherrie will need for the top of the pie, we first need to calculate the missing portion of the pie. Since 35% of the pie has already been eaten, we can calculate the remaining portion by subtracting 35% from 100%. This gives us 65% of the pie remaining.
To calculate the number of 1 square inch strips, we need to determine the size of the remaining portion of the pie in square inches. Let's assume the pie is a perfect circle. The formula for the area of a circle is A = πr^2, where A is the area and r is the radius. Since we know the remaining portion of the pie is 65%, the area of the remaining portion is equal to 65% of the total area of the circle.
Let's say the total area of the pie is A, then the area of the remaining portion is 0.65A. Given that 1 square inch is a small portion of the pie, the area of the remaining portion can be considered approximately equal to 0.65 square inches.
Therefore, Sherrie will need approximately 1 square inch strip of dough for the top of the pie.