The price of 17 pens and 9 pencil is 215 rupees and the price of 9 pens

It looks like your question got cut off. Let's start with what we have and set up the equations based on the information provided. 

Let's denote:
- \( P \) as the price of one pen.
- \( Q \) as the price of one pencil.

From the given information, we have:
- The price of 17 pens and 9 pencils is 215 rupees. This gives us the equation:
  \[
  17P + 9Q = 215
  \]

However, the second part of your question is incomplete. Typically, the next part might state something like "the price of 9 pens and 5 pencils" or similar. If you can provide the rest of the information, we can create a second equation and solve the system of equations to find the prices of the pens and pencils.

Please provide the complete information for the second part, or confirm if we should assume typical scenarios.

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**Tip:** To solve a system of linear equations, ensure you have the same number of independent equations as variables.

Learn how to solve a system of simultaneous equations involving the prices of pens and pencils. This problem involves setting up equations based on given prices and solving for the unknowns. Suitable for students in Grades 7-9.

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