Sentence examples for satisfied slightly from inspiring English sources

And the question asks "Are you satisfied with your usual travel time for your most frequent trips?" The options are the same: "Not satisfied at all," "Not satisfied," "Slightly satisfied," "Moderately satisfied," and "Extremely satisfied".

The options are "Not satisfied at all," "Not satisfied," "Slightly satisfied," "Moderately satisfied," and "Extremely satisfied".

21 The following scores indicate the levels of SWLS: 31 35 – Extremely satisfied; 26 30 – Satisfied; 21 25 – Slightly satisfied; 20 – Neutral; 15 19 – Slightly dissatisfied; 10 14 – Dissatisfied; 5 9 – Extremely dissatisfied.

Use this scale: 7: Very satisfied; 6: Moderately satisfied; 5: Slightly satisfied; 4: Neither satisfied nor dissatisfied; 3: Slightly dissatisfied; 2: Moderately dissatisfied; 1: Very dissatisfied.

The owner's assessment of the result of the treatment (1: not satisfied, 2: slightly satisfied, 3: satisfied and 4: very satisfied) was recorded at 1, 3, 6, 12 and 24 months.

The scoring was done on 5-point Likert scale (very dissatisfied = 1, slightly dissatisfied = 2, neutral = 3, slightly satisfied = 4 and very satisfied = 5).

Similarly, the majority of patients (90%%) were very satisfied (65%%) or slightly satisfied (25%%) with the level of support received while on treatment.

The co-primary efficacy end points were an improvement of one point or more from baseline rated by the clinician using the CR-SMFRS and a final score of 4 (slightly satisfied) to 6 (extremely satisfied) rated by the patient using the SSRS, indicating satisfaction with the appearance of the face and chin.

(*Sad trombone*) My takeaway is that I can only justify the minimum effort/expense needed to satisfy customers slightly more than our nearest competitor.

Remark 3 Notice that the lower and upper solutions obtained both in Propositions 1 and 2 satisfy a slightly stronger condition than the one required in Definition 1. Below are the links to the authors' original submitted files for images.

If (widetilde{varphi}:Lambda_{omega}^{p}(mathcal{M} rightarrow Lambda_{omega}^{p}(mathcal{M})) satisfies the slightly stronger condition (5.2) in Lemma  5.2, then (overline{varphi}:H^{q, omega}(mathcal{A} rightarrow H^{q, omega}(mathcal{A})) itself is a bounded everywhere defined operator.