**Direction: ** Answer the question on the basis of the information given below.

The table given below shows information about the toys manufactured by 6 different companies. Each company manufactures only two types of toys – vehicles and dolls. Among toy vehicles each company manufactures Cars and Trucks only. The table shows the number of toy vehicles as a percentage of total toys manufactured by each company. It also shows the ratio of Cars and Trucks manufactured. Each company manufactured a total of 50000 toys in a year.

Company | Toy vehicles | Cars : Trucks |

R | 50 % | 1:4 |

S | 70% | 3:1 |

T | 40% | 1:1 |

U | 30% | 1:2 |

V | 60% | 2:3 |

W | 40% | 2:1 |

**Which of the following options correctly represents the number of dolls, cars and trucks manufactured by company V?**

#### Options

30000 dolls, 8000 cars, 12000 trucks

20000 dolls, 14000 cars, 28000 trucks

30000 dolls, 12000 cars, 20000 trucks

20000 dolls, 12000 cars, 18000 trucks

#### Solution

20000 dolls, 12000 cars, 18000 trucks

**Explanation:**

The correct answer is 20000 dolls, 12000 cars, 18000 trucks.

According to the information given in the table, the number of toy dolls, cars and trucks manufactured by company V can be calculated as follows:

Company |
Total vehicles |
Total dolls |
ToysCars |
ToyTrucks |

V |
60% of 50000 = 30000 |
50000 - 30000 = 20000 | `therefore 2/5 xx 30000 = 12000` | `therefore 3/5 xx 30000 = 18000` |

∴ The number of toy dolls, cars and trucks manufactured by company V are 20000 dolls, 12000 cars and 18000 trucks.