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Question: SURFACE AREA OF A HUMAN BODY The formula
S = 0.007184W0.425H0.725
Ives the surface area S of a human body (in square meters) in terms of its weight W (in kilograms) and its height H (in centimeters) .Compute ∂S/∂W and ∂S/∂H when W 70 kg and H 180 cm. Interpret your results.
A typical college student spends an average of 2.55 hours a day using a computer. A sample of 13 students at The University of Findlay revealed the following.
It cost Marci 20 cents to mail a postcard and 33 cents to mail a letter. She sent either a postcard or a letter to each of 18 people and spent $4.38 total.
Search for three papers in your area of study that you think contain statistical analysis. Then, in a written response, address the following: Q1) What is the importance of statistical data analysis?
1. Allow s and t to be logical expressions. Use the principle of duality and Laws of Logic in order to prove that s ⇒ t if and only if t^d ⇒ s^d. 2. Show that if p1 ∧ p2 ∧ p3 ⇐⇒ p1 ∧ p2 ∧ p3 ∧ r then it also means that (p1 ∧ p2 ∧ p3) ⇒ r.
Find the work done in stretching the spring. How much work is done stretching the spring from 7.5 in to 9 in?
ENCLOSING THE LARGEST AREA. As an alternative plan, the owner of the Rancho Los Feliz might use the 3000 yd of fencing to enclose the rectangular piece.
Now, suppose that the company currently has 180 units in stock, and it will not be receiving any further shipments from its supplier for at least 3 weeks. What is the probability that the company will run out of units
Show that the following family is not complete by finding at least one nonzero function u(x) such that E[u(X)]=0, for all theta >0.
A line that is perpendicular to a segment at its midpoint is called the perpendicular bisector of the segment. Find the equation of the perpendicular bisector of, if the coordinates are: A(5, -12) and B(3, -6) Show all steps.
solve the problem and its dual, and relate the solutions to your sketch for question 1
How you solved the characteristic equation to find the complimentary solution, Template you used to find particular solution and How you found the values of arbitrary constants to solve the initial value problem
Find phasor form of voltage (V) and current (I). Compute complcx power P = VI and average power Pavg = Re{P}/2. Find the time varying cos function for the following phasors that have angular frequency of to ω.
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