Mathematics
Mathematics, 27.06.2021 05:00, savannahvargas512

Simplify: (a) |6 − x| + |x − 10| if |4 − x| = 4 − x and |2 − x| = x − 2.

(b) Simplify 2 − |2 − |x − 2|| if x < −2.

(c) Evaluate a^2− 2ab if |a − 2| + |3 + b| = 0

(d) Find all possible values of y for which |2y + 7| = |3y − 1|.

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Answers: 3

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Do you know the correct answer?
Simplify: (a) |6 − x| + |x − 10| if |4 − x| = 4 − x and |2 − x| = x − 2.

(b) Simplify 2...

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