Darren is asked to find mXZ What is his error
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Darren is asked to find mXZ
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- Is that true that Morse telegraph apparatus can print alphabetical messages? True FalseanybodyVarian and Mateo are alchemists trying to outdo each other. Varian has created a magical device that converts lead into gold, and it works as follows. It has two receptacles. In the first, he places lead bars, in the second, he places one gold bar, and after muttering a magical incantation, the amazing device replicates whatever is in receptacle 2 as many times as there are lead bars in receptacle 1. Unfortunately though, there is a price to all this magic, and one of the lead bars in receptacle 1 gets consumed (see figure below). Varian doesn't mind too much though, because his device is built robustly, and he can just use it again with all the gold he already has in receptable 2, and the lead bars in receptacle 1. Mateo has only recently completed his apprenticeship and wants to prove that he is just as good as Varian, so upon seeing Varian's demonstration, claims that he can do just as well. Mateo is actually quite brilliant and succeeds at making a device that resembles…
- I was tasked with decoding this right here. It's for bonus points please helppp! It was given in that form as shown below. KALHENATRU LGRANTWEN- KOWERONJM- RLDOBBA- RUNKOEC- NORAC- MHMXYCREK- UPONAlice picked a 4 bit secret number 13 and Bob picked another 4 bit secret number 10. Show how it can be determined that 13+10 is a prime without revealing their secrets.MATLAB can solve differential equations using the dsolve command. dsolve symbolic solution of ordinary differential equations. Example: syms y(x) Dy(x)= diff(y) D2y(x) = diff(y,2) YGS1 = dsolve (D2y+2*Dy+y==0) YGS2 = dsolve (D2y+2*Dy+y==0, y(0)=-1, y(0)==2) Problems: Solve the following differential equations, using the initial conditions when applicable 1. yı" + 8y₁ + 16y₁ = 0, y₁ (0) = 1, y₁ (0) = 0 2. y2" - 3y₂ + 2y2 = 0, y2(1) = 1, y₂(1) = 4 3. y3" + 8y₂ + 17y3 = 0 4. y + 8y +16y₁ = 0 5. yy-729y5 = 0
- MATLAB can solve differential equations using the dsolve command. dsolve Symbolic solution of ordinary differential equations. Example: syms y(x) Dy (x) = diff(y) D2y (x) = diff(y,2) yGS1 = dsolve (D2y+2*Dy+y==0) yGs2 = dsolve(D2y+2*Dy+y==0, y(8)==1, y(8) ==2) Problems: Solve the following differential equations, using the initial conditions when applicable 1. yı"+8y, + 16y1 = 0, yı(0) = 1, y,(0) = 0 2. y2" – 3y, + 2y2 = 0, yz(1) = 1, y,(1) = 4 3. ys"+ 8y, + 17y3 = 0 4. y + 8y! + 16y4 = 0 5. y" – 729ys = 0 Script e A Save CReset E MATLAB Documentation 1 %solve the given Homogeneous Differential Equations with Constant Coefficients 2 %Initialize the variables 3 4 5 %solve the equation y"+8y'+16y=0, y(0)=1, y' (8)=0. Save your answer as y1; 7 %Solve the equation y"-3y'+2y=0, y_2(1)=1, y_2' (1)=4. Save your answer as y2; 9 %Solve the equation y"+8y'+17y=0. Save your answer as y3; 10 11 %solve the equation y^{IV} + 8y" + 16y=8. Save your answer as y4; 12 13 %Solve the equation…Last weekend, Mr. Moki took Daniel to a family reunion. Since Daniel had never attended a reunion, Mr. Moki introduced him to the four other kids in the room. Five kids then sat together. When Mr. Brown asked about their age, the first kid A said, "I am 2 years older than B on my left." B decided to do the same and said, "I am 2 years older than C on my left as well." C imitated, "I am 2 years older than D on my left." D said, "I am 2 years older than Daniel." When it came to Daniel, he answered honestly that he was 10. Mr. Moki burst into laughter and asked, "This is fun. How will you solve this problem?" "I am 10, so D is 10+2=12, C is 12+2=14, B is 14+2=16, and A is 16+2=18." Daniel answered quickly. "Well done!" said Mr. Moki, "Can any of you generalize a formula?" B reckoned that this was a recursive relation. A, who had been learning to program, said that this could be easily implemented by a loop Work required: Design the algorithm and implement the algorithm using an iterative…Tyrone Shoelaces has invested a huge amount of money into the stock market and doesn’t trust just anyone to give him buying and selling information. Before he will buy a certain stock, he must get input from three sources. His first source is Pain Webster, a famous stockbroker. His second source is Meg A. Cash, a self-made millionaire in the stock market, and his third source is Madame LaZora, world-famous psychic. After several months of receiving advice from all three, he has come to the following conclusions:1. a) Buy if Pain and Meg both say Yes and the psychic says No.2. b) Buy if the psychic says Yes.3. c) Don’t buy otherwise.Construct a truth table and find the minimized Boolean function to implement the logic telling Tyrone when to buy