Answer:
Option (2) best matches the given the linear relationship y = 32x + 80
Step-by-step explanation:
Given linear relationship as y = 32x + 80
We have to find the best match from the given options to the given the linear relationship.
1) Joseph has $80 in his bank account and spends $32 each day.
Let the money Joseph spend each day be $x
Since, the amount one spend gets deducted from the money one have.
So, given statement is represented as y = 80 - 32x .
2) Joseph has $80 in his bank account and earns $32 each day.
Let the money Joseph earns each day be $x
Since, the amount one earns gets added to the money one have.
So, given statement is represented as y = 80 + 32x .
3) Joseph had $32 in his bank account and deposited another $80.
Since, he is depositing money in account so it gets add up
So, given statement is represented as y = 32 + 80 = 112
4) Joseph has $32 in his bank account and earns $80 each day.
Let the money Joseph earns each day be $x
Since, the amount one earns gets added to the money one have.
So, given statement is represented as y = 32 + 80x .
Out of all four option, option (2) best matches the given the linear relationship y = 32x + 80
