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Simplify the fraction completely. If the fraction does not simplify, submit the fraction in its current form. (33x^(2))/(37) Answer:

Simplify the fraction completely. If the fraction does not simplify, submit the fraction in its current form.\newline33x237 \frac{33 x^{2}}{37} \newlineAnswer:

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Csc, sec, and cot of special anglesright chevron icon

Full solution

Q. Simplify the fraction completely. If the fraction does not simplify, submit the fraction in its current form.\newline33x237 \frac{33 x^{2}}{37} \newlineAnswer:
  1. Check for Common Factors: To simplify the fraction (33x2)/(37)(33x^{2})/(37), we need to check if there are any common factors between the numerator and the denominator that can be divided out. In this case, 3333 and 3737 are both prime numbers and do not share any common factors other than 11. Additionally, since xx is a variable, it cannot be simplified with the constant 3737 in the denominator.
  2. Simplify Numerator and Denominator: Since there are no common factors between 3333 and 3737, and the variable xx cannot be simplified with the constant, the fraction is already in its simplest form. Therefore, no further simplification is possible.

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