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If $$\sigma^2$$ is the variance of $$x_1, x_2, ........, x_n$$ then $$9 \sigma^2$$ is the variance of
$$4 - 3x_1, 4 - 3x_2, ........, 4 - 3x_n$$
$$4 + 9x_1, 4 + 9x_2, ........, 4 + 9x_n$$
$$4 - 9x_1, 4 - 9x_2, ........, 4 - 9x_n$$
$$4 + 81x_1, 4 + 81x_2, ........, 4 + 81x_n$$
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