Evaluating using special trig limits

The video tutorial explains how to solve a multiplication problem involving algebraic expressions. The teacher guides students through multiplying 5X by 3/5 to obtain 3X, emphasizing the importance of maintaining balance in equations by performing operations on both the numerator and denominator. The tutorial also covers simplifying expressions and applying limits to functions, specifically focusing on the sine function. The session concludes with the final result of the calculation.

How does the limit of sine relate to the multiplication by 3/5?

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What is the final result of 3/5 multiplied by the limit of sine of 3X over 3X?

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