To determine which option contains two coefficients and three terms, let's analyze each option separately.
Option #1: 2x − 3 = 4 − y
- The left side has terms: 2x (1 term) and -3 (1 term).
- The right side has terms: 4 (1 term) and -y (1 term).
- Total terms = 2 (left) + 2 (right) = 4 terms
- Coefficients = 2 (from 2x) and -1 (from -y) = 2 coefficients
Conclusion: 4 terms and 2 coefficients.
Option #2: 6 + 7y = 5
- The left side has terms: 6 (1 term) and 7y (1 term).
- The right side has 5 (1 term).
- Total terms = 2 (left) + 1 (right) = 3 terms
- Coefficients = 7 (from 7y) = 1 coefficient
Conclusion: 3 terms and 1 coefficient.
Option #3: 9x = 1 − 8x
- The left side has 9x (1 term).
- The right side has terms: 1 (1 term) and -8x (1 term).
- Total terms = 1 (left) + 2 (right) = 3 terms
- Coefficients = 9 (from 9x) and -8 (from -8x) = 2 coefficients
Conclusion: 3 terms and 2 coefficients.
Based on this analysis, Option #3: 9x = 1 − 8x contains two coefficients and three terms.
So, the correct answer is:
Option #3.
1 answer