Deduce the constant function theorem from the increasing
1. Suppose that g and h are continuous on [a, b] and differentiable on (a, b). Prove that if g'(x) ≤ h'(x) for a
2. Deduce the Constant Function Theorem from the Increasing Function Theorem and the Decreasing Function Theorem.
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imagine that you calculated the item-total correlations for the eight items on your scale and obtained the
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