What is the simplified form of the following expression?
6c2 + 2.5d – d + 2c2 – 3d
4c2 – 1.5d
4 c 2 – 1.5 d
6c2 + 0.5d
6 c 2 + 0.5 d
8c2 – 1.5d
8 c 2 – 1.5 d
8c2 + 1.5d
8 c 2 + 1.5 d
8c2 – 1.5d
Simplify the following expression.
one-fourth(16 – 12x)
4 + 3x
4 + 3 x
4 – 3x
4 – 3 x
4 + 3
4 + 3
4 – 3
4 - 3x
What is the sum?
seven-thirds plus negative three-eighths
sixty-five-twenty-fourths
Image with alt text: sixty-five-twenty-fourths
forty-seven-twenty-fourths
Image with alt text: forty-seven-twenty-fourths
negative four-fifths
Image with alt text: negative four-fifths
negative five-fourths
Image with alt text: negative five-fourths
negative five-fourths
To simplify the expression 6c2 + 2.5d - d + 2c2 - 3d, we can combine like terms. Like terms are terms that have the same variables raised to the same power.
First, let's combine the terms with c squared (c2):
6c2 + 2c2 = 8c2
Next, let's combine the terms with d:
-3d - d = -4d
Now, let's put everything together:
8c2 - 4d
Therefore, the simplified form of the expression 6c2 + 2.5d - d + 2c2 - 3d is 8c2 - 4d.
To simplify the given expression, we can combine the like terms.
The given expression is:
6c^2 + 2.5d - d + 2c^2 - 3d
Combining the like terms, we have:
(6c^2 + 2c^2) + (2.5d - d - 3d)
Adding the coefficients of the like terms, we get:
8c^2 - 1.5d
Therefore, the simplified form of the expression is:
8c^2 - 1.5d
So, the correct option is:
8c^2 - 1.5d