sales growth of 128% of TT Phones over the previous year, whereas TT Phones’ largest market Country Y
registered a growth of 34%. The budget allocated for sales and promotions in Country X is two times that
allocated for Country Y. In spite of this, the actual numbers of mobile phone units expected to be sold in
Country X and Y are 1.83 million and 4.65 million respectively in the year 2015-16.
Which of the following can be inferred from the above statements?
Directions: Understand the logic being used in the working of a machine as shown below and apply the same logic to the New Input to answer the question that follows.

The machine made a strange buzzing sound if the output was reached in one step, a beep if the output was reached in two steps, a jingle if the output was reached in three steps. Strangely, the machine made no noise if the output was reached in Step 4. For the input shown above, the machine made a long strange booting noise at the output stage.

Would the machine produce a sound at the end of the cycle?
In Year 1, Lee's monthly salary was $X. In Year 2 and Year 3, Lee's monthly salary was increased, respectively,
by 10% and 12% over the previous year. If, in Year 3, Lee had a monthly salary of $3,080, then which of the
following is closest to the percentage by which Lee's monthly salary in Year 3 is more than Lee's monthly salary
in Year 1? (Note: Year 1, Year 2 and Year 3 are consecutive years.)
information provided and general knowledge, decide whether the information given is
sufficient to solve the problem.
The price of a glass bow1 and a plastic bowl is $6 and $2, respectively. How many bowls did the man
purchase?
(1) The man paid $130 for the bowls.
(2) The average cost of all bowls is $3.20 more than the price of a plastic bowl.
Directions: Given statement(s) is/are followed by a number of assumptions. An assumption is something
supposed or taken for granted. Read all the assumptions and decide which one(s) is/are implicit in the given
statement(s).
In the festive season cops should start a drive against drunken-driving to prevent serious
accidents.
The argument above assumes that:
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