Finding t in a Quadratic Equation with Two Variables

  • Thread starter tony873004
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In summary, the equation "9.4 t - 4.095 t^2 = 2.5" represents a quadratic equation and can be solved for t using methods such as factoring or the quadratic formula. It can be graphed by plotting points or using a graphing calculator. This equation has significance in real-life situations and can be used to model and analyze data in scientific research.
  • #1
tony873004
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[tex]9.4 t - 4.095 t^2 = 2.5[/tex]
How do I solve for t?
 
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  • #2
Its a quadratic equation. Look up the quadratic formula in your textbook.
 
  • #3
Or you could complete the square.
 
  • #4
Wait isn't that a physics problem? just solve for Vf first then put Vf on first equation to find t. If you don't want to do that just do quad. form. like was said before. :biggrin:
 

Related to Finding t in a Quadratic Equation with Two Variables

1. What is the equation representing?

The equation "9.4 t - 4.095 t^2 = 2.5" represents a quadratic equation.

2. What are the solutions to this equation?

The solutions to this equation can be found by solving for t using methods such as factoring or the quadratic formula.

3. How do you graph this equation?

To graph this equation, you can plot points by choosing values for t and then solving for the corresponding y-value. Alternatively, you can use a graphing calculator to plot the equation.

4. What is the significance of this equation?

This equation can represent a variety of real-life situations, such as projectile motion or the relationship between two variables in a scientific experiment.

5. How can this equation be used in scientific research?

This equation can be used to model and analyze data in scientific research, as well as make predictions and draw conclusions about the relationship between variables.

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