Wipro
Company
Numerical Ability
Arithmetic
If 24+35=28, 15+49=24, and 69+37=50 then 27+48=?
a) 27
b)36
c)48
d)59
Read Solution (Total 5)
-
- As per as I have figured it out
2+4+3+5=14*2=28
1+5+4+9=19+5=24
6+9+3+7=25*2=50
2+7+4+8=21+6=27
As seen I have two solutions which match the question,but the other two are irrelevant,So if anyone has any better solution to this please post. - 12 years agoHelpfull: Yes(28) No(14)
- all the summations are lie between the two added numbers...(kind of averages)
so from the options we can say that b)36 would be the answer... - 12 years agoHelpfull: Yes(14) No(4)
- the answer is b because if you notice the answer to the others is always greater the smallest but smaller the largest so that it leaves b,as the only logical answer
- 11 years agoHelpfull: Yes(4) No(1)
- 2+7+4+8=21+6=27
- 10 years agoHelpfull: Yes(0) No(0)
- 2+4+3+5=14*2=28
1+5+4+9=19+5=24
6+9+3+7=25*2=50
2+7+4+8=21+6=27 - 9 years agoHelpfull: Yes(0) No(0)
Wipro Other Question
The Indian navy has a rigorous training program. In order to graduate from the naval academy, cadets must enter a pool and fight sharks. Today, a group of cadets were tested. Each cadet put on his mask, snorkel, and two flippers; and armed himself with a knife. Then the cadets jumped into the pool. The sharks were then released from their pens. After 10 minutes of grueling hand-to-fin combat, all the sharks were killed. Miraculously, none of the cadets were killed. Exiting the pool, the cadets began to haul the shark bodies out of the water. The dead sharks were soon lying in a row. One of the cadets noted that during the fight, there were 4 times as many cadets in the water as there were sharks. A second cadet then stated that the number of legs they now had was equal to the square of the number of sharks. A third said that the number of cadet legs was 14 more than the total number of cadet and shark heads. How many sharks were killed?
(a) 2
(b) 3
(c) 4
(d) 6
Its not easy having a mathematics professor as a friend. When she invited you to her house she
says, “All the houses on my side of the street are numbered consecutively in even numbers. There are
Six houses on my Side of my block and sum of their numbers is 9870. You don’t know which block I
live on, and it’s a long street, but I will tell you that I live in the lowest number on my side of the block.
What’s the number? Or are you just going to ring the first- numbered doorbell for twenty blocks?
a) 1580
b)1640
c)1650
d)1680