(i) X^(2)times 7x^(5)times(1)/(7)x^(3)times(-6 X) यदि X=1

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Jun 07, 2024

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Simplifying Expressions: An Example

In this article, we will simplify the expression x^(2) × 7x^(5) × (1/7)x^(3) × (-6x) and evaluate it when x = 1.

Step 1: Combine like terms

First, let's combine the x terms:

x^(2) × x^(5) × x^(3) = x^(2 + 5 + 3) = x^10

Next, let's combine the coefficient terms:

7 × (1/7) × (-6) = -6

Now, we have:

x^10 × -6

Step 2: Evaluate the expression when x = 1

Substituting x = 1, we get:

(1)^10 × -6 = 1 × -6 = -6

Therefore, the simplified expression is -6.

Conclusion

In this article, we simplified the expression x^(2) × 7x^(5) × (1/7)x^(3) × (-6x) and evaluated it when x = 1. The final answer is -6.