Question
A physician prescribes a treatment in which a patient takes 2 teaspoons of a medication every 6 hours for 5 days. According to the prescription, how many teaspoons of the medication should the patient take in a 24-hour period?
- 4
- 6
- 8
- 40
Hint:
Hint:
This is a simple problem that asks the number of teaspoons of medication to be taken. We are given that the patient takes 2 teaspoons of the medication every 6 hours for 5 days. We need to find the medication taken within 24 hours.
The correct answer is: 8
The patient takes 2 teaspoons of medicine every 6 hours.
We can say,
Within 24 hours, the patient has to take the medicine times
Each time, he takes 2 tablespoons of the medicine.
The total number of teaspoons he takes in 24-hour period =
= 8
Thus, the correct option is C)
Note:
It may confuse some students but the fact that the medication needs to be taken for 5 days is not necessary to solve this question.
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¶Semi circle Formula
¶
Area | ¶(πr2)/2 | ¶
Perimeter (Circumference) | ¶(½)πd + d; when diameter (d) is known πr + 2r | ¶
Angle in a semicircle | ¶¶90 degrees, i.e., right angle ¶ | ¶
Central angle | ¶180 degrees | ¶
Segments OA and OB are radii of the semicircle above. Arc AB has length 3π and OA = 5. What is the value of x ?
A semicircle is formed when a lining passing through the center touches the circle's two ends. As a result of joining two semicircles, we get a circular shape.
A circle is a collection of points equidistant from the circle's center. A radius is a common distance between the center of a circle and its point.
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The value is 3.14 or 22/7.
¶Semi circle Formula
¶
Area | ¶(πr2)/2 | ¶
Perimeter (Circumference) | ¶(½)πd + d; when diameter (d) is known πr + 2r | ¶
Angle in a semicircle | ¶¶90 degrees, i.e., right angle ¶ | ¶
Central angle | ¶180 degrees | ¶