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The decimal approximations for the given expressions are:

\[
y_1 \approx 5.51
\]
\[
y_2 \approx 12.86
\]

Would you like more details or have any further questions?

Here are some related questions:
1. How do you solve equations involving square roots like \(\sqrt{34}\)?
2. What methods can you use to simplify expressions before solving them?
3. Can you explain how fractional coefficients affect the result in equations?
4. How would these results change if the constants were different?
5. What are some common uses of such expressions in physics or engineering?

**Tip:** Always check if terms can be simplified before converting to decimals for more accurate and simplified results!

Find the decimal approximations of the expressions y1 = 248/27 - (17√34)/27 and y2 = 248/27 + (17√34)/27.

Learn how to solve expressions involving square roots, like y1 = 248/27 - (17√34)/27 and y2 = 248/27 + (17√34)/27. This solution focuses on algebraic simplifications and converting to decimal form. Suitable for high school students (Grades 9-12).

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