Answer:
260 skirts and 270 blouses are left in the store after the sale.
Step-by-step explanation:
Let x be the number of skirts and y be the number of blouses.
An apparel shop sells skirts for $45 and blouses for $35
Cost of entire stock = $51,750
Thus, we can write the equation,
Half the skirts and two-thirds of the blouses are sold for a total of $30,600.
Thus, we can write the equation,
Solving the two equations by elimination method, we have,
Thus, there were 520 skirts and 810 blouses in the store.
Skirt left =
Blouses left =
Thus, 260 skirts and 270 blouses are left in the store after the sale.
