SUMMARY
The total length of the pole in the lake is 72 feet. The pole consists of three sections: one-half (36 feet) is in the ground, one-third (24 feet) is submerged in water, and 12 feet is above the water. The solution involves calculating the fractions of the pole's length and can also be represented by the equation x/2 + x/3 + 12 = x, leading to the conclusion that x equals 72 feet.
PREREQUISITES
- Understanding of basic fractions and their operations
- Ability to solve linear equations
- Familiarity with algebraic expressions
- Knowledge of measurement units (feet)
NEXT STEPS
- Study linear equations and their applications in real-world problems
- Practice solving fraction-based word problems
- Explore mathematical concepts related to measurement and conversions
- Learn about problem-solving strategies in algebra
USEFUL FOR
Students, educators, and anyone interested in enhancing their problem-solving skills in mathematics, particularly in algebra and fractions.