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At one point, she believed GMAT wasn’t for her. After scoring 595, self-doubt crept in and she questioned her potential. But instead of quitting, she made the right strategic changes. The result? A remarkable comeback to 695. Check out how Saakshi did it.
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Tejas studied hard but kept repeating the same mistakes. After 3 attempts at 645, a focused 4-week strategy helped him identify and fix what was holding him back—leading to a 695 with just 12–15 hours of study per week.
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03 Dec 2025, 08:34
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Lets say... 3 people bought tables and 2 people bought chairs....so half of those who bought chairs is 1 people..... So this 1 guy also bought a table.....so total 4 people are there....2 bought only table...1 bought only chair...and 1 bought both.....
*************|----2 chair---|
##########[both=1]#####
|____3 table_________|
So... total 4 people and 3 bought table.... Percentage of people bought table = 75%
*************|----2 chair---|
##########[both=1]#####
|____3 table_________|
So... total 4 people and 3 bought table.... Percentage of people bought table = 75%
04 Dec 2025, 04:43
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Among the customers who bought either tables or chairs at a certain furniture store, the ratio of customers who bought tables to customers who bought chairs is 3:2.
If half of those who bought chairs also bought tables, what percent of customers bought tables?
Among the customers who bought either tables or chairs at a certain furniture store, the number of customers who bought tables = x%/2 + y%
Among the customers who bought either tables or chairs at a certain furniture store, the ratio of customers who bought chairs = x%
(x%/2 + y%)/x% = 3/2
1/2 + y%/x% = 3/2
x% = y%
100% - 2x% = 0
x% = 50%
The percent of customers bought tables = 3x%/2 = 75%
IMO D
If half of those who bought chairs also bought tables, what percent of customers bought tables?
| Bought Tables | ~Bought Tables | Total | |
| Bought Chairs | x%/2 | x%/2 | x% |
| ~ Bought Chairs | y% | 100% - x% - y% = 0 | 100% - x% |
| Total | x%/2 + y% | 100% - x%/2 - y% | 100% |
Among the customers who bought either tables or chairs at a certain furniture store, the number of customers who bought tables = x%/2 + y%
Among the customers who bought either tables or chairs at a certain furniture store, the ratio of customers who bought chairs = x%
(x%/2 + y%)/x% = 3/2
1/2 + y%/x% = 3/2
x% = y%
| Bought Tables | ~Bought Tables | Total | |
| Bought Chairs | x%/2 | x%/2 | x% |
| ~ Bought Chairs | x% | 100% - 2x% = 0 | 100% - x% |
| Total | 3x%/2 | 100% - 3x%/2 | 100% |
100% - 2x% = 0
x% = 50%
The percent of customers bought tables = 3x%/2 = 75%
IMO D
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