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crystal matthews

crystal m.

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An ant colony is built by 400 ants. The number of ants doubles each week. How many ants will be in the colony at the end of the eighth week? 102,400 51,200 25,600 6,400

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Why is it that malnourished children are often quiet and express little interest in what goes on around them? Group of answer choices They are afraid that if they are noisy they will get no food. These qualities are adaptive, as they conserve the child’s limited energy. They have usually been shamed and mocked so they are very shy. They have learned nothing they do matters so they become very docile.

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what would the consequences be if capillaries became permeable to protein

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Identify the standard form of the argument. p \rightarrow q P \therefore q Modus Ponens Modus Tollens Disjunctive Syllogism Disjunctive Addition

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Immediately before sleep, the patterns shift to larger and slower waves calleD that also occur when people are relaxed and allow their thoughts to drift away

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Question 17 (1 point)Only resistance exercise sessions, not aerobic sessions, have been shown increase the levels of testosterone and DHEA and DHEA-S in older men and women.TrueFalseQuestion 18 (1 point)The endocrine system of an older adult responds to an acute exercise session, but the responses are diminished as a person ages.TrueFalseQuestion 19 (1 point)List the major body composition changes expected due to andropause in men and menopause in women if they are not engaged in regular exercise.

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R THIS QUESTION. ers (numeric or algebraic) need not be simplified. If your answer is given as a decimal approximation, it should be correct to three places after the decimal point. main of a function f is assumed to be the set of all real numbers x for which f(x) is a real number. able[[t (hours),0,1,5,8,10],[G(t) (thousands of gallons),22,18.5,19.5,22,24]] is measured in hours and 0<=t<=10. Values of G(t), in thousands of gallons, at selected times t are given in the table above. It is known that G''(t)>0 for 5<=t<10. timate the rate of change of the amount of gasoline in the storage tank at time t=3 hours. Show the computations that lead to your answer. Indicate units of measure. ee t at which G(t) is increasing at a rate of 0.2 thousand gallons per hour? Justify your answer. which G(t) is increasing at a rate of 0.2 thousand gallons per hour? Justify your answer. the locally linear approximation for G at time t=5 to approximate the amount of gasoline in the storage tank at time t=7. Is this approximation an overestimate or an undere 7 ? Give a reason for your answer. t of the storage tank into trucks at time t can be modeled by the function R defined by R(t)=(100t)/(t^(2)+4), where t is measured in hours, and R(t) is measured in thousands of gallo ich gasoline flows out of the storage tank an absolute maximum? Justify your answer. R THIS QUESTION eorems, properties, definitions, or tests are applied. Your work will be scored on the correctness and completeness of your methods as well as your answers. Answers without supporting work wil rs (numeric or algebraic) need not be simplified. If your answer is given as a decimal approximation, it should be correct to three places after the decimal point main of a function f is assumed to be the set of all real numbers x for which f(x) is a real number. t (hours) 0 Gt(thousands of gallons2218.519.52224 a pipeline from a refinery. At the same time, gasoline flows from the tank into trucks that will make deliveries to gasoline stations. The amount of gasoline in the storage tank at time t is given by is measured in hours and 0t10.Values of Gt, in thousands of gallons,at selected times t are given in the table above. It is known that Gt>0 for 5t<10. timate the rate of change of the amount of gasoline in the storage tank at time t 3 hours. Show the computations that lead to your answer. Indicate units of measure. n 0 / e t at which G(t) is increasing at a rate of 0.2 thousand gallons per hour? Justify your answer. in which Gt is increasing at a rate of 0.2 thousand gallons per hour Justify your answer. the locally linear approximation for G at time t = 5 to approximate the amount of gasoline in the storage tank at time t = 7.Is this approximation an overestimate or an undere 7 ? Give a reason for your answer. i t of the storage tank into trucks at time t can be modeled by the function R defined by R (t)=0, where t is measured in hours, and R (t) is measured in thousands of gallc ich gasoline flows out of the storage tank an absolute maximum? Justify your answer.

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On October 1, 2023, Swifty Horses exchanged an old piece of equipment and cash for a new piece of equipment. The relevant details of the transaction are: Value of old equipment given up Equipment (cost): $95,000 Accumulated depreciation: $64,000 Fair value of old equipment given up: $26,000 Cash given up: $3,500 Required: Prepare the journal entry for Swifty Horses to record the exchange, assuming the following: The transaction has commercial substance. The transaction lacks commercial substance.

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2. Consider a gas of N ultra-relativistic spin-0 bosons. If the gas lives in two-dimensions (i.e., it is confined to a square of area $A = L^2$), is it possible to form a BEC? If so, compute the critical temperature $T_c$ as a function of N and A.

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There is one error in the following program. Find the error line number 1.//prog. including Tangent function 2. #include <iostream> 3. using namespace std; 4. #include <cmath> 5. inline double Tangent (double x, double y) 6. { 7. return sqrt(x*x + y*y); 8.) 9. int main() 10. { double s, p; int a,b; 11. cout<<"Enter s & p = "; 12. cin>>s>>p; 13. cout<<"\n\nsqrt(s.s, p.p) = "<< Tangent(a,b,s)<<endl; 14. return 0; 15.}

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