To find the two equivalent expressions, let's analyze the options provided:
- -7y - 3x
- -3x + 7y
- 7y - 320
- -7y + 3x
Now, let's consider the relationships between these expressions:
- The first expression, -7y - 3x, can be rearranged as -3x - 7y, which is equivalent to the second expression -3x + 7y when combined with the opposite sign of each term. However, they are not equivalent because they have different signs for the coefficients of yc
- The third expression, 7y - 320, does not relate to the others as it contains different terms.
- The fourth expression, -7y + 3x, is equivalent to the first expression when you combine signs: -7y - 3x = -(-3x + 7y) which transforms to match their terms correctly.
Thus, the two equivalent expressions are:
- -7y - 3x
- -7y + 3x
Answer: -7у - 3х and -7у + 3x.