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, you cannot substitute a value for m to make this equation true.
The equation m+3=m+4 states that two expressions, m+3 and m+4, are equal.
However, if we assume a specific value for m, let's say m=2, then we would have 2+3 = 2+4, which simplifies to 5 = 6.
Since 5 is not equal to 6, this equation is not true.
In general, we cannot find a value for m that would make m+3 equal to m+4, as adding the same number (3 in this case) to two different numbers cannot result in the same sum.
To determine if there is a value for m that would make the equation true, let's try to simplify the equation first.
Given equation: m + 3 = m + 4
We can start simplifying by subtracting m from both sides of the equation to isolate the variable m:
m - m + 3 = m - m + 4
Simplifying the left side and right side:
0 + 3 = 0 + 4
3 = 4
Now, as we can see, 3 does not equal 4. Therefore, no value of m can be substituted to make this equation true.
To determine if we can substitute a value for "m" to make the equation "m + 3 = m + 4" true, we need to simplify the equation and solve for "m."
Let's start by simplifying the equation. We can do this by canceling out the "m" terms on both sides.
m + 3 = m + 4
By subtracting "m" from both sides, we can eliminate it from the equation:
3 = 4
However, as we can see, this simplified equation is not true. The statement "3 equals 4" is false.
Therefore, we cannot substitute any value for "m" to make the original equation "m + 3 = m + 4" true.