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Use the equation below to find \( a \), if \( b=6 \) and \( c=13 \). \[ a=35-b-c \]

Ask by Sandoval West. in the United States
Feb 10,2025

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\( a = 16 \)

Solución

We’re given the equation a = 35 – b – c and the values b = 6 and c = 13. Substitute these values into the equation:   a = 35 – 6 – 13 First, subtract 6 from 35:   35 – 6 = 29 Next, subtract 13 from 29:   29 – 13 = 16 So, a = 16.

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To find \( a \), substitute the given values of \( b \) and \( c \) into the equation: \[ a = 35 - b - c \] Substituting \( b = 6 \) and \( c = 13 \): \[ a = 35 - 6 - 13 \] Calculating this step-by-step: 1. \( 35 - 6 = 29 \) 2. \( 29 - 13 = 16 \) So, \( a = 16 \).

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