p/3 = 5gtf
Understand the Problem
The question presents an equation that seems to involve variables p and g, and it is set equal to 5gtf. The aim is likely to solve for p or to find the relationship between the variables.
Answer
$$ p = g(5tf - 1) $$
Answer for screen readers
The solution for ( p ) is given by:
$$ p = g(5tf - 1) $$
Steps to Solve
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Identify the equation
First, let's write down the given equation clearly. From your description, it seems to be:
$$ p + g = 5gtf $$ -
Isolate the variable ( p )
To solve for ( p ), we need to isolate it on one side of the equation. We can do this by subtracting ( g ) from both sides:
$$ p = 5gtf - g $$ -
Factor out ( g )
If needed, we can factor out ( g ) from the right side:
$$ p = g(5tf - 1) $$
The solution for ( p ) is given by:
$$ p = g(5tf - 1) $$
More Information
This equation shows the relationship between ( p ), ( g ), and the terms ( 5tf - 1 ). It demonstrates how changes in ( g ) and ( tf ) will affect ( p ). Keeping the variables in algebraic form can be useful for further analysis or substitution.
Tips
- Forgetting to balance the equation while isolating the variable. Always perform the same operation on both sides to maintain equality.
- Misinterpreting the terms so that the structure of the equation changes. It is crucial to keep track of the operation performed.
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