Question
It costs a manufacturer $2,500 to purchase the tools to manufacture a certain homemade item. If the cost for materials and labor is 60¢ per item produced, and if the manufacturer can sell each item for 90¢, find how many items must he produce and sell to make a profit of $2000?
243
likes1217 views
Answer to a math question It costs a manufacturer $2,500 to purchase the tools to manufacture a certain homemade item. If the cost for materials and labor is 60¢ per item produced, and if the manufacturer can sell each item for 90¢, find how many items must he produce and sell to make a profit of $2000?
Nash
4.987 Answers
Sea, el fabricante debe producir x número de artículos para obtener una ganancia de $2000.
Costo de material y mano de obra para producir x artículos = $ 0,6x
Precio de venta de x artículos = $ 0,9x
Por lo tanto,
0,9x-(2500+0,6x)=2000
es decir, 0,3x=4500
es decir x=15000
Por lo tanto, el fabricante debe producir 15000 artículos para obtener una ganancia de $2000.
Frequently asked questions (FAQs)
Question: What is the derivative of f(x) = 3x^2 - 4x + 5 using the basic rules of derivatives?
+
What is the magnitude of the vector v = in three-dimensional space?
+
What is the derivative of the function f(x) = sin(3x^2 + 2x) using the chain rule?
+
New questions in Mathematics