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Translate the second set of information into an equuation. 0.15x+0.05v=921.25

User Xhalent
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Final answer:

The question deals with the translation of information into an algebraic equation, specifically 0.15x+0.05v=921.25, which involves identifying knowns and unknowns to establish a relationship between variables.

Step-by-step explanation:

The task at hand is to translate a given set of information into an equation, and the example provided contains two variables, x and v, with the following relationship: 0.15x+0.05v=921.25.

To define the subject matter, we will consider the given examples to establish a step-by-step method for formulating equations from information:

  1. Identify the knowns: variables and constants provided in the problem.
  2. Identify the unknown: the variable we aim to solve for.
  3. Choose the appropriate equation: select or derive the formula which connects the knowns and the unknown.
  4. Express the answer as an equation: present the final equation based on the previous steps.

In our provided example, the equation already given is the end result of such a process, with x potentially being the unknown we are solving for while holding v constant, or vice versa, using the known constant value of 921.25.

User Sandun Madola
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