Here's the simplification of the expression: We are given the expression (3y−5)/(y). Step 1: Separate the terms in the numerator by dividing each term by the denominator. (3y−5)/(y) = 3y/y − 5/y Step 2: Simplify the first term. 3y/y = 3 This simplification is valid for y ≠ 0. Step 3: Combine the simplified terms. 3 − 5/y The simplified expression is 3 − 5/y.

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(1) (3y-5)/y

September 4, 2026Mathematics

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Here's the simplification of the expression:

We are given the expression $\frac{3y-5}{y}$ .

Separate the terms in the numerator by dividing each term by the denominator.
$\frac{3y-5}{y} = \frac{3y}{y} - \frac{5}{y}$
Simplify the first term.
$\frac{3y}{y} = 3$
This simplification is valid for $y \neq 0$ .
Combine the simplified terms.
$3 - \frac{5}{y}$
The simplified expression is $\boxed*{3 - \frac{5}{y}*}$ .

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