Answer:
STATEMENT 1, 2, 3 and 5
Step-by-step explanation:
Given: [tex]$ \frac{-10x^2 + 5x + 3}{2x^2 + 4} $[/tex]
The numerator has an x² term, x term and a constant term.
⇒ The numerator has three terms, making Statement 1 correct.
The denominator has an x term and a constant term.
The constant term of the denominator is 4. So we can say that the denominator has a co-efficient of 4. So, statement 2 is correct.
Similarly, the co-efficient of the x - term is 2. So,Statement 3 is correct as well.
We have already seen that numerator has three terms. Statement 4 says it has 4. So, it is not correct.
Also, the constant term of numerator is 3. So, Statement 5 is correct as well.
Hence the answer.
