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## Arithmetic : Level 1 Test -2

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*Arithmetic : Level 1 Test -2*. You scored %%SCORE%% out of %%TOTAL%%. You correct answer percentage: %%PERCENTAGE%% . Your performance has been rated as %%RATING%% Your answers are highlighted below.

Question 1 |

The service tax on Britannia Biscuit Company is reduced by 5% and consequently its consumption increased by 10%. What will be the effect on revenue?

Increased by 2% | |

Increased by 1% | |

Decreased by 2% | |

None |

Question 1 Explanation:

Let the base value be p

Revenue = (Consumption x Tax)

The Service tax is reduced by 5%

So the now base value will be 95% of p

In addition, the consumption is increased by 10%

So the consumption will be 110% of p

So the revenue will be 110/100 x 95/100 x p =104.5p

Therefore, the revenue is increased by 4.5%

Thus, the answer is none of these.

Revenue = (Consumption x Tax)

The Service tax is reduced by 5%

So the now base value will be 95% of p

In addition, the consumption is increased by 10%

So the consumption will be 110% of p

So the revenue will be 110/100 x 95/100 x p =104.5p

Therefore, the revenue is increased by 4.5%

Thus, the answer is none of these.

Question 2 |

The difference between the 40% of the number and the 20% of the same number is 39. Then find 60% of the same number?

117 | |

118 | |

119 | |

120 |

Question 2 Explanation:

Let the number be A

40% of A â€“ 20% of A = 39

Therefore A = 195

So the 60% will be 117.

40% of A â€“ 20% of A = 39

Therefore A = 195

So the 60% will be 117.

Question 3 |

One third of the 45% of the number is equal to the one seventh of 35% of another number. What is the respective ratio of the first number to the second number?

2:3 | |

3:2 | |

1:3 | |

none |

Question 3 Explanation:

Let the numbers are A and P

So the 1/3 x 45/100 x A = 1/7 x 35/100 x P

15/100 A = 1/20 P

3/20 A =1/20 P

A:P = 1:3

Therefore, option C is the right answer.

So the 1/3 x 45/100 x A = 1/7 x 35/100 x P

15/100 A = 1/20 P

3/20 A =1/20 P

A:P = 1:3

Therefore, option C is the right answer.

Question 4 |

The amount gained by Richa on selling an article for Rs. 556 is equal to the loss attain by her when she sell it in Rs. 520. What is the cost price of the article?

548 | |

530 | |

460 | |

538 |

Question 4 Explanation:

Profit = S.P. â€“ C.P.

Loss is C.P. â€“ S.P.

Since the loss is equal to the profit gained

So the equation becomes

556 â€“ C.P. = C.P. â€“ 520

So 2C.P. = 1076

C.P. = Rs. 538

Loss is C.P. â€“ S.P.

Since the loss is equal to the profit gained

So the equation becomes

556 â€“ C.P. = C.P. â€“ 520

So 2C.P. = 1076

C.P. = Rs. 538

Question 5 |

Jelly sold his mobile at 15% loss. If he would have bought it for 35% less and sold it for Rs. 30 more he would gain 40% .The cost price of the mobile is:

A Rs. 450 | |

Rs. 500 | |

Rs. 600 | |

Rs. 750 |

Question 5 Explanation:

Let the cost price be =Rs. C

Therefore the selling price will be = Rs. 85C/100

Now the New cost price = Rs. 65C/100

If he would have bought it for 35% less and sold it for Rs. 30 more he would gain 40% more

So (85C/100 + 30) â€“ 65C/100 ={40/100}{(65C/100)}

By solving for C, we obtain its value as Rs 500.

Therefore the selling price will be = Rs. 85C/100

Now the New cost price = Rs. 65C/100

If he would have bought it for 35% less and sold it for Rs. 30 more he would gain 40% more

So (85C/100 + 30) â€“ 65C/100 ={40/100}{(65C/100)}

By solving for C, we obtain its value as Rs 500.

Once you are finished, click the button below. Any items you have not completed will be marked incorrect.

There are 5 questions to complete.

List |

solution shows none of theseas answer…but in results option b is shown as correct answer.