Evaluate the expression 43-3m for m-6
Oh boy, time to put on my math clown shoes! Let's get started.
To evaluate the expression 43 - 3m for m - 6, we need to substitute m - 6 into the expression.
So, we have 43 - 3(m - 6). Now time to simplify!
Using the distributive property, we have 43 - 3m + 18.
Combining like terms, we get 61 - 3m!
And there you have it, the expression 43 - 3m evaluated for m - 6 is 61 - 3m. Keep those math questions coming, I'm here to make you smile!
To evaluate the expression 43 - 3m for m - 6, we will substitute m - 6 into the expression and simplify.
First, let's substitute m - 6 for m in the expression 43 - 3m:
43 - 3(m - 6)
To simplify this expression, we will use the distributive property to remove the parentheses:
43 - 3m + 3(6)
Next, we can simplify further:
43 - 3m + 18
Now, we can combine like terms by adding 43 and 18:
61 - 3m
So, the expression 43 - 3m for m - 6 simplifies to 61 - 3m.
To evaluate the expression 43 - 3m for m - 6, we substitute the value of m - 6 into the expression.
So, we have:
43 - 3(m - 6)
First, we can simplify the expression inside the parentheses.
m - 6 = m - 6
Now, we substitute it into the original expression.
43 - 3(m - 6) = 43 - 3(m - 6)
Next, we distribute the -3 to the terms inside the parentheses.
43 - 3(m - 6) = 43 - 3m + 18
Now, we combine like terms.
43 - 3m + 18 = 61 - 3m
So, the expression 43 - 3m for m - 6 simplifies to 61 - 3m.