To make the expression equivalent to c, we need to find the missing number that, when added to (-5+__), will result in c when added to the rest of the expression.
When we simplify the expression, we get:
(-5+__)+(8⋅18)+c
= (-5+__)+144+c
To make this expression equivalent to c, we realize that we can simplify (-5+__) as __-5. Therefore, the missing number is 5.
Therefore, the number that makes the expression equivalent to c is 5.
Enter the number that makes the expression below equivalent to c .
(−5+__)+(8⋅18)+c
5 answers
(−5+__)+(8⋅1/8)+c
To make the expression equivalent to c, we need to find the missing number that, when added to (-5+__), will result in c when added to the rest of the expression.
When we simplify the expression, we get:
(-5+__)+(8⋅1/8)+c
= (-5+__)+(8/8)+c
= (-5+__)+1+c
To make this expression equivalent to c, we realize that we can simplify (-5+__) as __-5. Therefore, the missing number is 5.
Therefore, the number that makes the expression equivalent to c is 5.
When we simplify the expression, we get:
(-5+__)+(8⋅1/8)+c
= (-5+__)+(8/8)+c
= (-5+__)+1+c
To make this expression equivalent to c, we realize that we can simplify (-5+__) as __-5. Therefore, the missing number is 5.
Therefore, the number that makes the expression equivalent to c is 5.
I tried the answer that you gave me and it said that it's not the right answer
Apologies for the incorrect response. Let's re-evaluate the expression:
(-5+__)+(8⋅1/8)+c
The term (8⋅1/8) simplifies to 1. So, we have:
(-5+__)+1+c
To make this expression equivalent to c, we need to cancel out the (-5+__) terms, which means the missing number should be 5.
Therefore, the number that makes the expression equivalent to c is 5.
(-5+__)+(8⋅1/8)+c
The term (8⋅1/8) simplifies to 1. So, we have:
(-5+__)+1+c
To make this expression equivalent to c, we need to cancel out the (-5+__) terms, which means the missing number should be 5.
Therefore, the number that makes the expression equivalent to c is 5.