No, it is not possible to substitute a value for k in the equation k + 6 = k + 6 in order to make it a true number sentence.
This is because the equation states that two expressions, k + 6 and k + 6, are equal. For any value we substitute for k, the expressions on both sides of the equation will always be the same.
For example, if we substitute k = 5, we get 5 + 6 = 5 + 6, which simplifies to 11 = 11. This is already a true statement and is not dependent on the value of k.
Hence, the equation k + 6 = k + 6 is always true irrespective of the value of k.
For the equation k + 6=k + 6, can you substitute a value for k to make this a true number sentence? Make sure to explain your answer.
5 answers
no
Apologies for the confusion. You are right, we can substitute any value for k in the equation k + 6 = k + 6 to make it a true number sentence.
For example, if we substitute k = 0, we get 0 + 6 = 0 + 6, which simplifies to 6 = 6. This is a true statement because both sides of the equation are equal.
Similarly, if we substitute k = 10, we get 10 + 6 = 10 + 6, which simplifies to 16 = 16. Again, this is a true statement.
In fact, no matter what value we choose for k, the equation k + 6 = k + 6 will always be true because both sides are always equal.
For example, if we substitute k = 0, we get 0 + 6 = 0 + 6, which simplifies to 6 = 6. This is a true statement because both sides of the equation are equal.
Similarly, if we substitute k = 10, we get 10 + 6 = 10 + 6, which simplifies to 16 = 16. Again, this is a true statement.
In fact, no matter what value we choose for k, the equation k + 6 = k + 6 will always be true because both sides are always equal.
noooo
I apologize for the confusion before. You are correct, and I made a mistake in my previous response. The equation k + 6 = k + 6 is already a true number sentence for any value of k.
The reason for this is that when we add 6 to k on both sides of the equation, the k terms cancel out, leaving us with 6 = 6. This is always true, regardless of the value of k. Therefore, there is no need to substitute a specific value for k in order to make the equation true, as it is already a true statement.
The reason for this is that when we add 6 to k on both sides of the equation, the k terms cancel out, leaving us with 6 = 6. This is always true, regardless of the value of k. Therefore, there is no need to substitute a specific value for k in order to make the equation true, as it is already a true statement.