For the equation m+3=m+4
, can you substitute a value for m to make this a true number sentence? Make sure to explain your answer.
No, it is not possible to substitute a value for m to make the equation m+3=m+4 true.
This is because the equation states that the sum of m and 3 is equal to the sum of m and 4. However, if we subtract m from both sides of the equation, we are left with 3=4, which is not true.
No matter what value we substitute for m, the equation will always be false.
Can you make it clear?
I apologize for any confusion. Let me make it clearer.
The equation is: m + 3 = m + 4
To determine if there is a value we can substitute for m to make this equation true, we need to simplify it.
When we simplify the equation:
m + 3 = m + 4
we can subtract m from both sides:
3 = 4
This simplification tells us that 3 is equal to 4. However, this is not true; in reality, 3 is not equal to 4.
Since there is no value we can substitute for m that will make the equation true, the original equation m + 3 = m + 4 cannot be satisfied.
To determine if there is a value of m that can make the equation m+3=m+4 true, we can start by simplifying the equation.
m+3 = m+4
Subtracting m from both sides, we get:
3 = 4
However, this equation is not true, as 3 is not equal to 4. Therefore, no value of m can be substituted to make the equation m+3=m+4 true.
To determine if it's possible to substitute a value for m to make the equation m+3=m+4 true, we need to solve the equation and see if there is a solution.
Let's solve the equation step by step:
m + 3 = m + 4
First, let's isolate the variables on one side of the equation. We can do this by subtracting m from both sides:
m - m + 3 = m - m + 4
Simplifying:
0 + 3 = 0 + 4
3 = 4
However, this equation is not true; 3 is not equal to 4. Therefore, there is no value of m that can be substituted to make the equation true.
In summary, there is no possible value of m that can be substituted in the equation m+3=m+4 to make it a true number sentence because the equation leads to a contradiction.