If Trent is currently 60 inches tall and his height is 25 inches less than twice his sister Rebecca's height, write an equation to determine Rebecca's height, $ h $.

Equation:
\[ 60 = 2h - 25 \]

The mathematical equation representing the relationship between Trent and Rebecca's height is 60 = 2h - 25, where h symbolizes Rebecca's height in inches. If solved, the equation should provide Rebecca's height based on the information given about Trent's height.

Explanation:

The question is asking to find an equation that represents the relationship between Trent and Rebecca's height. Given this situation, the relationship between Rebecca and Trent's height is that Trent's height is 25 inches less than twice Rebecca's height. Therefore, we can express this relationship in the form of an equation: 60 = 2h - 25, where h represents Rebecca's height in inches.

The left-hand side of the equation, which is Trent's height, is equal to 60 inches. The right-hand side of the equation, which represents twice Rebecca's height less 25 inches, should equally be equivalent to Trent's height. This equation can then be solved to find the value of 'h', Rebecca's height.

Learn more about Relationship between heights here:

https://brainly.com/question/34155804

#SPJ11

If Trent is currently 60 inches tall and his height is 25 inches less than twice his sister Rebecca's height, write an equation to determine Rebecca's height, \( h \).Equation: \[ 60 = 2h - 25 \]

Answer :

Final answer:

Explanation:

Learn more about Relationship between heights here:

Other Questions

If Trent is currently 60 inches tall and his height is 25 inches less than twice his sister Rebecca's height, write an equation to determine Rebecca's height, \( h \).

Equation:
\[ 60 = 2h - 25 \]