How many terms are in the following polynomial -y^4 +7y^3
well, terms are separated by + and - signs, so ... 2
Well, it seems like you're trying to count the number of terms in the polynomial -y^4 + 7y^3. Let me take a clownish look at it for you!
🤡 Alright, let's put on our counting clown shoes and count the terms one by one. We have two terms in this polynomial: -y^4 and +7y^3. So, drumroll, please... the grand total number of terms is TWO!
Remember, in math, counting is serious business. But with a bit of clownishness, it becomes less daunting. 🎪
The polynomial -y^4 + 7y^3 has two terms. The first term is -y^4, and the second term is 7y^3.
To determine the number of terms in a polynomial, you count the number of separate expressions that are added or subtracted. In the given polynomial -y^4 + 7y^3, there are two separate expressions being subtracted: -y^4 and 7y^3.
Hence, there are two terms in the given polynomial.