connections between cancer patients hospitalized for symptoms and healthcare utilization and patient-reported care satisfaction
What is healthcare?
It offers comprehensive care for health requirements across the lifespan, not only for a collection of particular disorders. Primary health care guarantees that patients receive high-quality, all-encompassing care that is as close as practical to their daily environments, spanning from promotion and prevention through treatment, rehabilitation, and palliative care.
From September 2014 to April 2017, we prospectively enrolled individuals who had cancer and unanticipated hospitalizations. We evaluated patients' physical, psychological, and emotional symptoms at the time of admission, as well as their satisfaction with their care (FAMCARE items: satisfaction with care coordination and timeliness of symptom treatment). We used regression models to find characteristics that affect care satisfaction and relationships between satisfaction and symptom load and length of hospital stay (LOS).
The majority of the 1,576 participants expressed "satisfaction" or "very satisfaction" with care coordination (90%) and the promptness of symptom treatment (89%).
High levels of care satisfaction are reported by cancer patients who are hospitalized, and these levels are associated with older age and admission to an oncology service. The significance of enhancing symptom management and care coordination in this population is highlighted by the relationships between higher care satisfaction, lower symptom load, and shorter hospital LOS.
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Answer:
231 ml
Explanation:
Let x represent the amo unt of Dextrose 70% in ml and y represent the amount of Dextrose 5% in ml needed to prepare 1,000mL of Dextrose 20%.
Since 1000 ml of Dextrose 20% is needed, hence:
x + y = 1000 (1)
Also 70% Dextrose is mixed with 5% dextrose to produce 20% dextrose. i.e.:
70% of x + 5% of y = 20% of 1000
0.7x + 0.05y = 200 (2)
We have to solve equations 1 and 2 simultaneously.
Let us multiply equation 2 by 20:
14x + y = 4000 (3)
subtract equation 1 from 3:
13x = 3000
x = 231 ml
Put x = 231 in equation 1 to find y:
231 + y = 1000
y = 769 ml
Therefore 231 ml of Dextrose 70% must be mixed with 769 ml of Dextrose 5% to prepare 1,000mL of Dextrose 20%? *
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