Weight; 120 lbs in Kg= 54.4311
Height; 5 feet = 152.4 cm
= height x weight/3600
= 54.4311 Kg x 152.4 cm
= 8295.29964
=8295.29964/3600
= 2.3042499
Then find the square root of 2.3042499
= 1.518 m2
A. 1.52 m2 is the correct answer
Using a formula estimate the body surface area of a person whose height is 5 feet...
Using a formula estimate the body surface area of a person whose height is 162 cm and who weighs 70 kg. O A. 982m2 OB. 3.15mp O c. 1.77m2 O D. 145m Click to select your answer O Type here to search
The amount of skin covering a person's body (in square feet) depends on the person's height and weight. One model for estimating this skin surface area is A(w, h) = 0.6416w0.425h0.725 square feet for a person weighing w pounds who is h feet tall. If a person 5 feet 7 inches tall who weighs 145 pounds grows 3 inches in height, by approximately how much must this person's weight change if the skin surface area is to remain the same?...
1. Entertainer Madonna weighs 52 kg and is 160 cm in height. Estimate her BSA. 2. Order: phenobarbitol sodium 400 mg po in two divided doses daily. The recommended dosage of this anticonvulsant is 1–3 mg/kg/d. Is the prescribed dose safe for the client who weighs 203 pounds? 3. Estimate the body surface area of a client who is 5 feet tall and weighs 60 kg. 4. Order: Percocet (oxycodone/acetaminophen) 10/650 mg po prn pain q6h. How many 5/325 mg...
Body surface area (BSA) is used to calculate medication or fluid replacement for a patient. The BSA can be estimated by using a body surface nomogram or by using the Mosteller formula, the formula Is the most accurate method of calculating body surface area. 24.1) Explain in 30 words why it is important to titrate medicines for children. You didn't enter the answer. 24.2) Demonstrate your ability to use the BSA formula for the following scenario. Formula BSA(m2) =√height (cm)...
UU The record height of a man to date is 8 feet 11 inches (107 inches). If all men had identical body types, their weights would vary directly as the cube of the heights. Assume that all men do have identical body types If a man who is 5 feel 10 inches tall (70 inches) weighs 165 pounds, approximately how much would a man with a height of 8 tot 11 inches (107 inches) wegh? A man with a record...
In matlab code The body surface area (BSA) of a person (used for determining dosage of medications) can be calculated by the following formula: BSA = 0.007184 W^0.425 H^0.75 Write one script file to set up the problem and call all your functions. Write an anonymous function named P3anon that calculates the BSA whose input arguments are W and H. Write a function file named P3file that calculates the BSA whose input arguments are W and H. Use both your...
0 the record height of a man to date is 8 feet 11 inches (107 inches). If all men had identical body types, their weights would vary directly as the cube of their heights. Assume that all men do have to bodypes Ma man who is 5 et 10 inches tall (70 inches) weighs 165 pounds, approximately how much would a man with a height of foot (108 inches) weigh? Aman with a record height of foet would woich approximately...
Score: 75% 434 of 44 (33 complefe) E Questio tace area s 1.72 m. The medication s suppled。mpmL How many mL woud you ad nn sir? The physean orders 120 mgm, of·dryg to be adm nistered po stat The eie rs body s O A. 34.4 mL O B. 14.4 O c. 200 4 mL O D. 014 m Click to select yaur arser ang then dick Check Ansuer All parts showing udent Success ок Type here to search
help 5 x, 0%xs9 , about the x axis. Check your answer with the following geometry formula Find the lateral (side) surface area of the cone generated by revolving the line segment y Lateral surface area x base circumference x slant height Set up the integral that gives the surface area of the cone. S: (Type exact answers, using x as needed.) 5 The lateral surface area of the cone generated by revolving the line segment y x. 0sxs9, about...
the following questions are either true or false answers 1. The Central Limit Theorem allows one to use the Normal Distribution for both normally and non-normally distributed populations. 2. A random sample of 25 observations yields a mean of 106 and a standard deviation of 12. Find the probability that the sample mean exceeds 110. The probability of exceeding 110 is 0.9525. 3. Suppose the average time spent driving for drivers age 20-to-24 is 25 minutes and you randomly select...