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What number must be added to each of the number 7,4 and 2 so that the resulting number may be in a continued proportion?
2
4
3
5
To solve this, we need to find a number 'x' that makes 7, 4, and 2 in continued proportion when each is increased by 'x'. Continued proportion means:
1. `(7 + x) / (4 + x) = (4 + x) / (2 + x)`
Checking each option:
- Option 1: Add 2
- (7+2)/(4+2) = (4+2)/(2+2)
- 9/6 ? 6/4
- This doesn't work.
- Option 2: Add 4
- (7+4)/(4+4) = (4+4)/(2+4)
- 11/8 ? 8/6
- Option 3: Add 3
- (7+3)/(4+3) = (4+3)/(2+3)
- 10/7 = 7/5
- Both sides are equal when put in ratio.
- Option 4: Add 5
- (7+5)/(4+5) = (4+5)/(2+5)
- 12/9 ? 9/7
Correct Answer: Option 3, Add 3
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