Use the table below to answer the following question$($s$)$ using the standard Solver.

A company makes standard $130-$inch$-$wide rolls of thin sheet metal and slits them into smaller rolls to meet customer orders for widths of $10,14,$ and $25$ inches. Suppose that the company has proposed the following cutting patterns:

$$ A B C D E

$1$ Cutting$-$Stock Problem $$

$2$

$3$ Data $$

$4$ Pattern $10-$in rolls $14-$in$.$ rolls $25-$in$.$ rolls Scrap

$5108010$

$6202310$

$733034$

$84100010$

$953224$

$1068204$

Demands for the coming week are $95010-$inch rolls, $72514-$inch roles, and $64025-$inch rolls. Develop a model using the Analytic Solver Platform that will determine how many $130-$inch rolls to cut into each of the six patterns in order to meet demand and minimize scrap.

What is the total number of $10-$inch rolls produced?

Group of answer choices

$950$

$940$

$960$

$946$