The phrase "actually satisfied" is correct and usable in written English.
It can be used to express a genuine feeling of contentment or fulfillment, often in contrast to previous expectations or assumptions.
Example: "After reviewing the final product, I can say that I am actually satisfied with the results."
Alternatives: "truly satisfied" or "genuinely satisfied".
I wrote all of the Common App and Stanford University supplement essays and was actually satisfied with them.
A new report finds that "63 percent of those who are self-employed would not consider changing jobs in the next 12 months, but less than half (48 percent) are actually satisfied with their job, and only 28 percent would recommend self-employment to others".
The condition (m gg p) is actually satisfied for a non-woven fibrous sheet examined in Section 4.
It is unlikely that banks participating in the TARP direct purchase programs had the information needed to confidently certify that their incentive compensation plans actually satisfied this restriction.
(a) As is well known, positive solution ũ of steady state equation (2.10) exists if and only if (d_{1}>frac{q^{2}}{4r}) and (L>L^(d_{1})), and this condition is actually satisfied if (d_{1}in underline{d}, overline{d})).
Understanding tone could improve automated response systems by helping them identify when a customer is actually satisfied with the response they have been given (pushing beyond current-gen semantic keyword analysis tech that crudely sifts call transcripts for swear words or other negative signifiers).
If X⊂Y are two classes of analytic functions in the unit disk D and θ is an inner function, θ is said to be (X,Y -improving, if every function f∈X,Y -improvingθ∈Y must actually satiffy fθ∈X.
If every function f ∈ X satisfying f θ ∈ Y must actually satisfy f θ ∈ X, then θ is said to be ( X, Y ) -improving.
Suppose X and Y are two classes of analytic functions on D, and X ⊆ Y. Let θ be an inner function, θ is said to be ( X, Y ) -improving, if every function f ∈ X satisfying f θ ∈ Y must actually satisfy f θ ∈ X.
Although for Crouzeix-Raviart type IFE functions in (widehat{S}_{h}( T)) the flux jump condition is enforced on the line segment (overline {DE}), they actually satisfy a weak flux jump condition along the actual interface curve (Gammacap T), which is stated in the following lemma.
The goal is "figuring out how to make it so that the divorce rate goes down and that it becomes the norm for people to feel like their relationship actually satisfies their existential hope".
