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2. Determine the force in members FG , GC and CB of the truss used to support the sign, and state if the members are in tension or compression 1.5 m 1.5 m 1.5 m 3 m 3 m 3 m 800 N 1800 N 800 N

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In a cell of receivables without recourse the loss on sale of receivables by the seller equals the amount of finance charges levied by the factor true or false

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An insulating sphere of radius $R$ has a total positive charge $Q$ distributed throughout its volume. The charge density is \underline{not} uniform, but varies with distance $r$ from the center according to $ \rho = \rho_0 \frac{R}{r}$, where $\rho_0$ is a constant. a) Determine the units of $\rho_0$. Be sure to justify your results or show how you determined the units.

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what are the modifiable vs. non modifiable risk factors for cardiovascular disease

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3. Solve for the forces acting on member ABC of the frame shown. Summarize your findings on a FBD of member ABC with the calculated forces drawn at pins A, B, and C. Include appropriate FBDs with your calculations. Hint: Look for the two-force member(s)!

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What is a vulnerability in the context of information security? Question 6Answer a. A type of cyber attack b. A weakness that can be exploited by a threat c. None of these d. A protocol for encrypting data e. A protective measure to safeguard information

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Content/College Algebra Lumen OHM ohmlumenlearning.com/assess2/?cid=82063&aid=609793 Assignment 3.1: Composition of Functions Score: 0/6 0/6 answered Question 1 Given the following functions, evaluate each of the following: f(x) = x^2 + 11x + 28 g(x) = x + 7 (f + g)(-5) = (f - g)(-3) = (f \cdot g)(4) = (\frac{f}{g})(5) = Question Help: Video Submit Question Jump to Answer

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What are at least three (3) differences between open source software and proprietary software?

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We determined that f(y_(1),y_(2))={(6(1-y_(2)),0<=y_(1)<=y_(2)<=1,),(0, elsewhere ):} is a valid joint probability density function. (a) Find the marginal density function for Y_(1). f_(1)(y_(1))=, where ,<=y_(1)<= Find the marginal density function for Y_(2). f_(2)(y_(2))=, where ,<=y_(2)<= (b) Find P(Y_(2)<=(1)/(2)|Y_(1)<=(4)/(5)). (Enter your probability as a fraction.) (c) Find the conditional density function of Y_(1) given Y_(2)=y_(2). f(y_(1)|y_(2))=, where ,<=y_(1)<=y_(2)<= (d) Find the conditional density function of Y_(2) given Y_(1)=y_(1). f(y_(2)|y_(1))=(2(1-y_(2)))/((1-y_(1))^(2)), where <=y_(1)<=y_(2)<= (e) Find P(Y_(2)>=(3)/(4)|Y_(1)=(1)/(7)). (Enter your probability as a fraction.) We determined that 61-y 0 y1 y21 0 elsewhere, is a valid joint probability density function (a) Find the marginal density function for Y, f1(y1) where0 y11 Find the marginal density function for Y2 f2(y2)= by ,where 0 5CX5 b Find (Enter your probability as a fraction.) 1 X (c) Find the conditional density function of Y1 given Y2 = Y2 1 f(y1lY2)= y2 ,where0 y1y21 (p) 2(1-y2) f(y2|y1)= where 0 y1y21 e) Find P( (Enter your probability as a fraction.) 1/2 X

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If the temperature is increased in a rigid container, indicate how it varies: - the average free run - the flow of collisions. - the flow through an orifice.

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