Let $f,\, g\, and\, h$ be functions from $R\, to\, R.$. True of False: $$(f + g) oh = (foh) + (goh)$$

related to an answer for: Let $f,\, g\, and\, h$ be functions from $R\, to\, R.$ Show that $$(f+g) oh = foh + goh$$

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