Ratio and Proportion - 13. Fourth proportional example ( Enter your problem )
  1. Examples
Other related methods
  1. If `a:b:c=2:3:5` then find value of `(a^2+b^2+c^2)/(ab+bc+ca)`
  2. If `a:b=2:3,b:c=4:5` then find `a:b:c`
  3. If `a/b=c/d=e/f` then prove that `(2a+3c-4e)/(2b+3d-4f)=(5a-4c+3e)/(5b-4d+3f)`
  4. If `x/(y+z)=y/(z+x)=z/(x+y)` then prove the value of each ratio is `1/2` or `-1`
  5. Geometric Mean
  6. Duplicate ratio
  7. Triplicate ratio
  8. Sub-Duplicate ratio
  9. Sub-Triplicate ratio
  10. Compounded ratio
  11. Mean proportional
  12. Third proportional
  13. Fourth proportional
  14. Compare ratios

12. Third proportional
(Previous method)
14. Compare ratios
(Next method)

1. Examples





1. Find Fourth proportional of `3,7,15`

Solution:
In `a:b :: c:d`, we say that `d` is the fourth proportional to `a,b,c`.


Let the fourth proportional to the numbers `3,7,15` be `x`.

Then, `3:7=15:x`

`:. 3/7=15/x`

`:. x = (7 xx 15)/(3)`

`:. x = 35`


2. Find Fourth proportional of `2,5,6`

Solution:
In `a:b :: c:d`, we say that `d` is the fourth proportional to `a,b,c`.


Let the fourth proportional to the numbers `2,5,6` be `x`.

Then, `2:5=6:x`

`:. 2/5=6/x`

`:. x = (5 xx 6)/(2)`

`:. x = 15`




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12. Third proportional
(Previous method)
14. Compare ratios
(Next method)





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