Thin Crust | (NC) | |
Party 1 | 0.6 | |
Party 2 | 0.55 | 0.3 |
Party 3 | 0.65 | |
Total | 0.375 | 0.52 |
Q. 1: How many Thin Crust pizzas were to be delivered to Party 3?
A) 398
B) 162
C) 196
D) 364
Q. 3: For Party 2, if 50% of the Normal Cheese pizzas were of Thin Crust variety, what was the difference between the numbers of T- EC and D-EC pizzas to be delivered to Party 2?
A) 18
B) 12
C) 30
D) 24
Q. 4: Suppose that a T-NC pizza cost as much as a D-NC pizza, but 3/5th of the price of a D-EC pizza. A D-EC pizza costs Rs. 50 more than a T-EC pizza, and the latter costs Rs. 500. If 25% of the Normal Cheese pizzas delivered to Party 1 were of Deep Dish variety, what was the total bill for Party 1?
A) Rs. 59480
B) Rs. 59840
C) Rs. 42520
D) Rs. 45240
Q1: Option (B)
Q2: Option (C)
Q3: Option (B)
Q4: Option (A)
Solutions
Q1 With the original table given in the question 0.375*800 – (0.6+0.55)*120 = 162¬ Option (B)
Q2 With the original table given in the question 0.52*800-0.3*120-0.65*560 = 16 Option (C)
Q3 With the original table given in the question 120*((0.55-0.3/2) – (0.45-0.3/2)) = 120*(0.4-0.3) = 12 Option (B)
Q4 Cost of normal cheese pizza = 3/5th of (500 + 50) = 330 Number of normal cheese pizzas from Q2 = 16 From the remaining 120 – 16 = 104 pizzas, 0.6*120 – 25% of 16 = 60 are thin crust and the remaining 44 are Deep dish Total cost = 60*500 + 44*550 + 16*330 = 59480 Option (A)
Verbal Ability : | Q.01- Q.06 | Q.07- Q.12 | Q.13- Q.18 | Q.19- Q.21 | Q.22- Q.24 | Q.25- Q.29 | Q.30 – Q.34 |
Logical Reasoning : | Q.01- Q.04 | Q.05- Q.08 | Q.09- Q.12 | Q.13- Q.16 | Q.17- Q.20 | Q.21- Q.24 | Q.25 – Q.28 | Q.29 – Q.32 |
Quantitative Aptitude: | Q.01- Q.05 | Q.06- Q.10 | Q.11- Q.15 | Q.16- Q.20 | Q.21- Q.25 | Q.26- Q.30 | Q.31 – Q.34 |
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