To find the proportion in which ingredients at #780 per kg and #840 per kg should be mixed to obtain a mixture worth #820 per kg, we can set up a weighted average equation:
Let x be the proportion of #780 per kg ingredient and (1-x) be the proportion of #840 per kg ingredient.
780x + 840(1-x) = 820
Solving this equation, we get:
780x + 840 - 840x = 820
-60x = -20
x = 1/3
So, the ingredients at #780 per kg and #840 per kg should be mixed in the proportion of 1:2 to obtain a mixture worth #820 per kg.
In what proportion should ingredients at #780 and #840 pee kg be mixed to obtain a mixture Worth #820 per kg
1 answer