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If x is the fourth proportional of 48, 72 and 108, what is the value of x?
72
144
120
162
- The concept of the fourth proportional is based on proportion relationships.
- For numbers a, b, and c, the fourth proportional x satisfies: a:b = c:x.
- Substitute given values: 48:72 = 108:x.
- Cross-multiply to find x: 48x = 72 * 108.
- Calculate the result: 48x = 7776.
- Solve for x by dividing: x = 7776/48.
- Simplify to find x: x = 162.
Option Analysis:
- Option 1: 72 - doesn't fit equation 48:72 = 108:72.
- Option 2: 144 - doesn't solve 48:72 = 108:144.
- Option 3: 120 - doesn't satisfy 48:72 = 108:120.
- Option 4: 162 - correctly solves the proportion.
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