Recent content by RET80

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    MIPS Assembly and working with bytes

    Nope doesn't work. It considered the byte (as it is) 0b10101011 an invalid language element.
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    MIPS Assembly and working with bytes

    Any takers? Anyone trained or have used Assembly before? I've used it for the 8051 intels but MIPS is a little different as to what you can and can't do.
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    MIPS Assembly and working with bytes

    Homework Statement I need to put in a byte in register $s1 that is 0b10101011 Homework Equations add addi lb sb $zero (if needed) The Attempt at a Solution I attempted at putting in a byte in register $s1 as follows: add $s1, $zero, 0b10101011 however it throws an error, I...
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    Where Should a Proton be Placed to Create an Electric Field at the Origin?

    Oh wait, if it's at the origin, a proton would move away, so the sign would be negative, wouldn't it?
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    Where Should a Proton be Placed to Create an Electric Field at the Origin?

    I have nooo idea. I'm kind of hazy as to the magnitude and direction of charged particles, so I'm not sure if its pointing up or down
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    Where Should a Proton be Placed to Create an Electric Field at the Origin?

    Homework Statement You want to create an electric field = < 0, 3x10^4,0 > N/C at location < 0, 0, 0>. Where would you place a proton to produce this field at the origin? Homework Equations 1/4?? * q/r^2 = 3x10^4 N/C (if you can't see the 1/4th part of the equation it's...
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    Marginal densities of a Probability

    Homework Statement Y1 and Y2 have a joint probability density function given by: f(y1,y2) = {8y1y22, 0<=y1<=1, 0<=y2<=1, y12<=y2 0, Elsewhere Homework Equations f1(y1) =ʃ f(y1,y2) dy2 f2(y2) =ʃ f(y1,y2) dy1 For E(Y) (later, discussed in part 3): E(Y1) = ʃ y1f(y1,y2) dy1 E(Y2) = ʃ...
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    Graphing density probability functions

    Homework Statement let Y1 and Y2 have the joint probability density function given by: 8y1y22, 0 <= y1 <= 1, 0 <= y2 <= 1, y12 <= y2 0, otherwise Homework Equations Basic integrals? if they are even needed. The Attempt at a Solution I attempted it, by assuming 0 - 1 for...
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    Probability for an exponential random distribution

    Well I did the integral from μ - 1.4σ to μ + 1.4σ using the above mentioned equation and I got: [ -e^(-(μ + 1.4σ)/β) + e^ (-(μ - 1.4σ)/β)] And it's looking for the exact answer of this. Well the other equations I know are the equations for the mean and variance given by: Mean: μ = E(Y) =...
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    Probability for an exponential random distribution

    I have also noticed that it is in the structure of a Tchebysheff's inequality, which may or may not change something... I attempted to do the integral of it. I took the integral from 0 to 1.4σ and β = Y - μ and ended up getting -1 + e ^(1.4σ / (Y - μ)) I have no idea if this is the...
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    Probability for an exponential random distribution

    Homework Statement Find the exact value of P(|Y- μ| < 1.4σ) for an exponential random variable with parameter β. Homework Equations The only equation that I can think of is the exponential distribution equation: ∫(1/β)e^(-y/β) The Attempt at a Solution I have been unable to...
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    Solving First-Order Linear Differential Equations with Eigenvectors

    Homework Statement solve the system of first-order linear differential equations: (y1)' = (y1) - 4(y2) (y2)' = 2(y2) using the equation: (λI -A)x = 0 Homework Equations using eigenvectors and eigenvalues in the book 'Elementary Linear Algebra' by Larson and Falvo - Section 7.4 #19...
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    Find T(v) by using the standard matrix and the matrix relative to B and B'

    the answer is 9, 5, 4 in the book but I'm getting 5, 0 4 if I multiply: [1 0] [5] [0 0] [9] [-1 1] I get (5,0,4) which is wrong...
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    Find T(v) by using the standard matrix and the matrix relative to B and B'

    When I used c1w1 + c2w2 + c3w3 = v1 and v2 I got... v1 c1 + c3 = 0 c1 + c2 = 1 c2 + c3 = -1 which then reduced down to the matrix: [1 0 0 | 1] [0 1 0 | 0] [0 0 1 | -1]and v2 c1 + c3 = 1 c1 + c2 = 0 c2 + c3 = 1 which then reduced down to the matrix: [1 0 0 | 0] [0 1 0 | 0] [0 0 1 | 1] then I...
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    Find T(v) by using the standard matrix and the matrix relative to B and B'

    Homework Statement Basically I need to find an equation that is relative to both B and B' T: R^2 --> R^3, T(x,y) = (x+y,x,y) B = {(1,-1),(0,1)} B' ={(1,1,0),(0,1,1),(1,0,1)} Homework Equations THE ONLY example from the book (Elementary Linear Algebra by Larson and Falvo) 6.3 Example 5 Let T...
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