No single food can provide all of the nutrients the body needs.
True or False?

Answers

Answer 1
Answer: No single food can provide all of the nutrients the body needs. TRUE.

Related Questions

On multiple choice exams, a positive choice is more likely to be correct than a negative one. True False
Overall technology has had a beneficial effect on medical treatment
Nutrition is Especially crucial during
Martin's goal is to increase his arm strength. Look at these entries in his workout log and determine which principle of training he is most likely trying to avoid during his workouts.Monday Bicep curls 3 reps @ 15 lbs, 20 push-ups Tuesday Kettle bell swings 5 reps @ 15 lbs, 90 second plank Wednesday Yoga class Thursday Sit-ups 50, 20 push-ups Friday Bicep curls 6 reps @15 lbs, 90 second plank Saturday 30-minute easy run Sunday Rest A. Intensity B. Tedium C. Reversibility D. Progression
Weight training has the biggest effect on __________.a. cardiac musclesb. smooth musclesc. involuntary musclesd. skeletal muscles Please select the best answer from the choices provided. A B C D

You and a partner are conducting a home visit of a patient who has been diagnosed with stage 4 lung cancer.The doctor has asked you to spend time with the family to determine the patient's wishes. As you visit with
the family, you learn the individual with cancer wants to enjoy the rest of his or her life, not have any
experimental treatments, and stay home as long as possible. What kind of care will you recommend to the
doctor?
hospice care
end of life care
no care is needed
palliatie

Answers

Answer: End of Life Care and Hospice Care

Explanation:

I chose this because i want to spend time with my family since i have low chances of surviving but i would also like to live and risk it. I would love to have fun and having chances of survival.

Ninety-five percent of pressure ulcers occur
on the upper part of the body.

Answers

Answer:f

Explanation:

A message created to educate people about an issue is called a(n) __________.                a. advocateb. publlic service announcement
c. smoking law
d. medical advancement

Answers

The answer is B.) public service announcement. 

Because A.) advocate: is the one giving the announcement. (wrong)
C.) smoking law: this is not a law: but a warning, and could have nothing to do with smoke. (wrong)
D.) medical advancement : Is when technology in the medical field becomes more efficient, Not a message. (wrong)

Good Luck! :)

A vervent monkey is in a tree eating bugs that are crawling along the branches. The vervent monkey sees a hawk circling overhead. The hawk is a predator of the monkeys. The vervent monkey cries out, warning the other monkeys to descend to the ground below the trees. In this scenario, what is the unconditioned stimulus for the vervent monkey’s behavior?
A. the vervent monkey eating bugs
B. the vervent monkey crying out
C. the group of monkeys descending
D. the sight of the hawk circling

Answers

The best answer to the question that is being presented above would be letter  D. the sight of the hawk circling. It is the unconditioned stimulus for the vervent monkey's behavior because it was the normal response and was not paired with anything that would condition behavior.

Answer:

the correct answer is d

Which following statements about the societal costs of tobacco use is TRUE?

Answers

Tobacco users contribute to an overall loss of productivity(by taking extra break, being less fit and falling sick)because When tobacco smokers fall sick, the whole society has to pay for this: they would be treated by the heath system, which is financed by the contributions by the whole society, not only smokers
The answer is C, to simplify what Kalahira is saying.

Which vitamin is considered the “sunshine vitamin” because it is derived from the sun? Vitamin A Vitamin B Vitamin C Vitamin D

Answers

Vitamin D is considered the "sunshine vitamin."

vitamin D is the answer my dude

Other Questions
We have a sample of 2,400 geriatric patients who are in an assisted living home, of which 1,200 participated in a new preventative Drug A. Rates of UTIs tend to be higher than average among this population. As part of a preventative and treatment intervention, we are examining the performance of several drugs:Preventative Drug (before the onset of UTI)Drug A: preventative UTI drug taken daily in hopes to prevent thgrowthof bacteria that causes UTIsTreatment Drugs (after the onset of UTI)Drug B: New antibiotic for treating UTIsDrug C: Conventional antibiotic for treating UTIs nformation for how many patients took each drug or combination of drugs is summarized below in the two tables. Use these to answer questions a) -d) Table 1. Summary of performance of drug A: UTI rates among those taking and not taking drug ADid not take Drug ADid take Drug A total UTI 759 887 164 No UTI 441 312 753Total 1200 1200 2400Table 2. Summary of performance of drug B and C: recovery status after 1 week of taking medications. Did not take Drug A Did take Drug A Drug B Drug C Drug B Drug C Recovered 191 209 221 244 Not Recovered 189 170 223 199 Total 380 379 444 443 a. Use the above Table 1 to determine if Drug A was useful in preventing UTIs. In other words, is the proportion of those having taking Drug A but still getting a UTI equal to average rate of UTI for this population (living in an assisted living home) of 74%. Use hypothesis testing to test our hypothesis and use the confidence interval approach with a significance level of α=0.01. b. Using Table 2, let’s examine the rate of UTI recovery among Drug C (conventional antibiotics). The manufacturer of Drug C claims it has a success rate (recovery within a week) of 55%. Use our data to see if this success rate is true: test if our recovery rate of those taking Drug C, regardless of whether the person took Drug A or not, is the same or different than 55%. Use hypothesis testing and the p-value approach with an α=0.05. c. Similarly, let’s examine Drug B’s performance. Repeat our hypothesis among Drug B: test if our recovery rate of those taking drug B is different than 55% (regardless of whether the patient took Drug A or not). Use hypothesis testing and p-value approach with an α=0.1.