which is the simplest form of the radical expression sqrt (10)+6sqrt(10)+-3sqrt(10)
To simplify the radical expression sqrt(10) + 6sqrt(10) - 3sqrt(10), we can combine the like terms.
1. Start by noting that sqrt(10) is a common factor in all three terms.
sqrt(10) + 6sqrt(10) - 3sqrt(10)
2. Combine the coefficients of the like terms, which are the numbers in front of sqrt(10).
(1 + 6 - 3)sqrt(10)
3. Simplify the coefficients.
4sqrt(10)
Therefore, the simplest form of the given radical expression sqrt(10) + 6sqrt(10) - 3sqrt(10) is 4sqrt(10).
7sqrt(10) +-3sqrt(10)
f(x)=1/x+1 g(x)=3sqrt x h(x)=1/x^3
sqrt(10) + 6sqrt(10) +- 3sqrt(10)=
7sqrt(10) +- 3sqrt(10)