To simplify the expression 3x^2 ∙ (1/7)x^-2, you can use the rules of exponents:
First, multiply the coefficients: 3 ∙ (1/7) = 3/7.
Then, multiply the variables with the same base, x: x^2 ∙ x^-2 = x^(2 + (-2)) = x^0.
Any number raised to the power of 0 is equal to 1. Therefore, x^0 = 1.
So the simplified expression is (3/7) ∙ 1 = 3/7.
3x^2 ∙ (1/7)x^-2
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