Question

A box of chocolates contains bars of milk chocolate and dark chocolate. The weight of each bar of milk chocolate and dark chocolate is 150 g and 100 g respectively. If the number of bars of dark chocolate is 12 more than the number of bars of milk chocolate, and the total weight of the chocolates in the box is 2.95 kg, find the number of bars of milk and dark chocolate.

Answer 1

Answer:

milk chocolate = 7

dark chocolate = 19

Step-by-step explanation:

let number of white chocolates be x

since dark chocolate is 12 more so it will be 12+x

so to find number of chocolates in each box the equation will be:

150(x) + 100(x+12) = 2.95*1000 gram

150x + 100x + 1200= 2950

150x+100x = 2950 - 1200

250x = 1750

x= $\frac{1750}{250}$

x = 7

so milk chocolate = 7 & dark chocolate = 19

pls mark as brainly

thank you!!!