Final answer:
The quadratic expression to be factored is 10s²+8s², and after combining like terms it simplifies to 18s². This expression is already in its factored form since 18 and s² are both the factors of the term. Additional mathematical concepts related to exponents and growth rates are discussed but not directly applicable to the factoring of this expression.
Step-by-step explanation:
The student is asking to factor a quadratic expression. Given the quadratic expression 10s²+8s², we can combine like terms first, which gives us 18s². This is a single term with a common factor of 18 and s raised to the power of 2. Therefore, it's already factored as much as possible and there's no need to break it down further.
Concerning the provided context:
- The exponent is the power to which a number is raised. In this case, s is raised to the exponent of 2, indicating it's squared.
- Significance: In quadratic equations, an unknown squared typically implies there could be two solutions, but in this case, we have a single term, so that concept isn't directly applicable.
- Assuming an exponential growth, a factor of 10 refers to an increase by a power of 10. However, this isn't necessary for solving our expression as it stands.
- Lastly, the concept of inversion with negative exponents explains dividing by a number raised to a positive power, which can be represented as a negative exponent.
The complete question is: Factor but the greakest exenmen factor. poipnamal. 10s²+8s² is: