Connect the model −135+27+27+27+27+27=0 to the algorithm for solving the division problem it models.(1 point)
Responses
The model represents −135÷(−27), which is solved by dividing 135 by 27 to get 5.
The model represents negative 135 divided by left parenthesis negative 27 right parenthesis , which is solved by dividing 135 by 27 to get 5.
The model represents −135÷(−27), which is solved by dividing 135 by 27 and changing the sign to get −5.
The model represents negative 135 divided by left parenthesis negative 27 right parenthesis , which is solved by dividing 135 by 27 and changing the sign to get negative 5 .
The model represents −135÷27, which is solved by dividing 135 by 27 and changing the sign to get −5.
The model represents negative 135 divided by 27 , which is solved by dividing 135 by 27 and changing the sign to get negative 5 .
The model represents −135÷27, which is solved by dividing 135 by 27 to get 5.
The model represents −135÷27, which is solved by dividing 135 by 27 to get 5.
The model represents −135÷(−27), which is solved by dividing 135 by 27 to get 5.
To solve the division problem represented by the model −135+27+27+27+27+27=0, you can follow these steps:
1. Determine the signs: Since the model starts with a negative number, −135, and the subsequent terms are all positive, we can determine that the division problem is negative.
2. Identify the division operation: The division operation is represented by the division symbol "÷".
3. Determine the numerator: In this case, the numerator is the number being divided, which is −135.
4. Determine the denominator: The denominator is the number you are dividing by, which is 27.
5. Perform the division: Divide the numerator (-135) by the denominator (27) to get the quotient. In this case, −135 ÷ 27 equals -5.
6. Account for the sign: Since the division problem is negative, the result is also negative. Therefore, the final answer is -5.
So, the model −135+27+27+27+27+27=0 represents the division problem −135 ÷ 27, which is solved by dividing 135 by 27 and changing the sign to get -5.