The problem asks us to simplify expressions by combining like terms. The expressions are: 1. $5x - 3x$AlgebraAlgebraic ExpressionsSimplificationCombining Like TermsLinear Expressions2025/4/81. Problem DescriptionThe problem asks us to simplify expressions by combining like terms. The expressions are:1. $5x - 3x$2. $-8x - 10x$3. $x + 14x$4. $20x - (-7x)$2. Solution Steps1. For $5x - 3x$, we subtract the coefficients of $x$:5x−3x=(5−3)x=2x5x - 3x = (5-3)x = 2x5x−3x=(5−3)x=2x2. For $-8x - 10x$, we subtract the coefficients of $x$:−8x−10x=(−8−10)x=−18x-8x - 10x = (-8 - 10)x = -18x−8x−10x=(−8−10)x=−18x3. For $x + 14x$, we add the coefficients of $x$. Remember that $x$ is the same as $1x$:x+14x=1x+14x=(1+14)x=15xx + 14x = 1x + 14x = (1 + 14)x = 15xx+14x=1x+14x=(1+14)x=15x4. For $20x - (-7x)$, we remember that subtracting a negative is the same as adding:20x−(−7x)=20x+7x=(20+7)x=27x20x - (-7x) = 20x + 7x = (20+7)x = 27x20x−(−7x)=20x+7x=(20+7)x=27x3. Final Answer1. $2x$2. $-18x$3. $15x$4. $27x$