In a box, there are sweets of 3 colours, white, green and grey. There are 308 less grey sweets than green sweets. The number of grey sweets is
12 more than the white sweets. Given that the number of grey sweets is 21% of the total number of sweets in the box, how many less white sweets are there than green sweets?
White sweets |
Green sweets |
Grey sweets |
|
1 u + 308 |
1 u |
2x7 |
|
3x7 |
79% |
21% |
14% |
65% |
21% |
1 +
12 =
22 +
12 =
32 Yellow sweets : Purple sweets = 2 : 3
The number of grey sweets is repeated. Make the number of grey sweets the same.
3 x 7 = 21%
Total number of white sweets and green sweets in percent
= 100% - 21%
= 79%
Number of green sweets in percent
= 79% - 14%
= 65%
Number of more green sweets than grey sweets in percent
= 65% - 14%
= 44%
44% = 308
1% = 308 ÷ 44 = 7
Number of less white sweets than green sweets
= 65% - 14%
= 51%
= 51 x 7
= 357
Answer(s): 357