Home
Class 12
MATHS
Assume that neither x nor y is equal to ...

Assume that neither x nor y is equal to 0, to permit division by x and by y.
Initially, the men and women in a room were in the ratio of `5:7`. Six women leave the room. If there are 35 men in the room, how many women are left in the room?

Text Solution

Verified by Experts

The correct Answer is:
43
Promotional Banner

Similar Questions

Explore conceptually related problems

Assume that neither x nor y is equal to 0, to permit division by x and by y. 48:2x is equivalent to 144:600 . What is x?

Assume that neither x nor y is equal to 0, to permit division by x and by y. 2x:y is equivalent to 4x:8,500 . What is y?

Assume that neither x nor y is equal to 0, to permit division by x and by y. What is the ratio x:y:z ? (1) x+y=2z (2) 2x+3y=z

In how many ways a committee consisting of 3 men and 2 women can be chosen from 7 men and 5 women?

Unemployment rates in the U.S. for the first four months of 2015 are given in the table above. These rates are based on prople, 16 years and order, that are considered to be part of the workforce. In a certain distinct, there are 12,800 people eligible to be part of the workforce, of work 53.5% are men. Based on the information in the table, how many more men in this distrinct were unemployed than women in April 2015 in this distinct?

A hotel has five single room available, for which six men and three women apply. What is the probability that the rooms will be rented to three men and two women ?

A hotel has five single room available, for which six men and three women apply. What is the probability that the rooms will be rented to three men and two women ?

A family enters a winter vacation cabin whose walls are adiabatic, initially the interior temperature is the same as the outside temperature (0^(@)C) . The cabin consists of a single room of floor area 6m by 4m and height 3m . The room contains a 2kW electric heater. Assuming that the room is perfectly airlight and that all the heat from the heater is absorbed by the air, none escaping through the walls. The time after the heater is turned on, the air temperature reaches the comfort level of 21^(@)C in x xx100 sec , then find x (Take C_(v)=20.8 J//mol-K )