Simplify the following Boolean expression using Boolean algebra laws: [B +(AB)]' BA

Q: 47 87 45 19 of the parent pea plants involved. Tal enotypes s dominant to white (w)

A: A dihybrid cross is a cross in which two traits are involved.  As per the data , two traits are :-…

Q: 5. A cylindrical tank is full of water. If the radius and height, respectively, of the tank are 1m…

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Q: Solve step by step in digital format please Let T be a linear transformation T: P₂ (R) → P3 (R);…

A: given linear transformation T:P2ℝ→P3ℝ; T(f(x))=xf(x)+dfdx

Q: 13. Solve for x: √√x - √√₁-x=1-√x. A. -16/25 & 0 B. 25/16 & 0 C. -25/16 & 0 D. 16/25 & 0

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Q: Using five significant figures in the computations, determine d(sinx)/dx at x = 0.8 from a) the…

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Q: Let T = x²y-xy³ +2; x=rcos0, y=rsin 0. Find and OT at or 20 TAT

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Q: Integrate f(x) from x = 0 to 10 using Three-Point Gauss-Legendre Quadrature. f(x) = 5000+24563x -…

A: Given f(x)=5000+24563x-7418x2+768x3-31x4+0.14x5 Let I=∫010f(x)dx Here a=0 and b=10

Q: Given the complex numbers z = 2 + j3,zy = -1 - j2, and z3 = 4 + j4 find; Z₁ Z122 Im…

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Q: function Q1: For, 0< |z| < 1, evaluate the following integral where g is analytic g(5) g({) inside…

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Q: Q1) L-¹ (²-1) = a) cosht -1 Q2) The general solution of y"" + 2y" -y'-2y = 0, is: 2x a) y(x) = c₁e²x…

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Q: +2y" -y'-2y = 0, is: Q10) The general solution of y" a) y(x) = c₂e²x + ₂x + c₂e* c) y(x) = c₂e²x +…

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Q: 7 in. 112' C Give the measure of angle B to the nearest degree. 10 in.

A: We will use the Sine rule. It states that if A,B,C are angles in a triangle and a,b,c are respective…

Q: Solve for the volume of the solid generated by revolving about the x-axis the area under y = √√x…

A: This question is related to volume of solid.

Q: Estimate the value of ₂ (1 − x − 4x³ + 2x³) dx using 4-segment Simpson's 1/3 Rule. 2146.7 O 1563.2…

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Q: Six students are trying to identify an unknown chemical compound by heating the substance and…

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Q: Q8) Assume that the roots of a characteristic polynomial of a homogeneous ODE with constant…

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Q: Find the unit tangent vector to the curve at the specified value of the parameter. T r(t) = 2…

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Q: The number of hours of daylight varies throughout the course of a year (daylight is defined as the…

A: For absolute maximum or minimum  i) verify that the function is continuous on the given  interval…

Q: - Determine the surface area generated when a portion of the curve in the 1st quadrant of y² = 4(x²…

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Q: Find the function value, if possible. (If an answer is undefined, enter UNDEFINED.) f(x)=√x + 8+2…

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Q: points at x = 1.What does the first and second derivative test tell about the nature of these…

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Q: 2y x+1 . Consider the lines l : 5 = 2z - 6 and m: x=-1+10t, y = 7t, z=2+t. 7 1. Determine if & and m…

A: The symmetric equation of l is x+15=y72=z-312 From the symmetric equation of l, we see that a…

Q: All polynomials are Riemann Integrable on any interval [a, b]. All bounded functions on [a, b] are…

A: 1) False     Every continuous function on a closed and bounded interval a,b is Reimann Integrable on…

Q: Solve for x. X= (Round to the nearest hundredth.) 45 C B

A: Let us consider a right angle triangle  sinC=ABACcosC=BCACtanC=ABBC

Q: Q5) e-st dt = b) 0 Q6) If you know that the radius of convergent of the series method for the ODE…

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Q: Find the value of y (0.3), given the differential equations y = y²-y-x, y (0) = 1, h = 0.1 O…

A: We can solve this using euler method

Q: Given mappings a: A→B, B: BC, and y: C→ D. (c) Prove associativity for these mappings, and then show…

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Q: (a) Use the given information to write a system of linear equations for x, y, and z. (b) Convert…

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Q: find dy/dx y=t-1. x=t+²

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Q: A forest has a population of cougars and a population of squirrels. Let a represent the number of…

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Q: c) W (f(x), g(x), h(x)) = 0 Q2) L-1 a)-2coshnt b)-2sinhnt c)-2cosnt d)-2sinnt Integrating factor…

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Q: 2 D²³²10DD²2² + 3D²D²-7 D² +7DD' AND non-homogeneous finear PDE with constan Coeficient

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Q: c) y(x) = ₂x² + ₂x-3 d) y(x) = x + ₂x³ Q20) The form of a particular solution of a) yp (t) = A…

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Q: Q20) The singular point (s) of (x + 1) y' + x²y = 0, is (are): a) 0,1 d)-1 b) 0,-1 c) 0

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Q: function Q1: For, 0 < |z| < 1, evaluate the following integral where g is analytics g(§) inside and…

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Q: 4. As shown in the required reading or videos let {an) and (bn) be convergent sequences such that…

A: We prove by using given method.

Q: Find the upper triangular matrix of 6 15 55 A = 15 60 225 55 225 979

A: Consider the given matrix, A=61555156022555225979 here we need to find upper triangular matrix of…

Q: * limt (x-sinx)\ x+1 10 log x^2+3 O 0.5

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Q: A Norman window is constructed by adjoining a semicircle to the top of a rectangular window, as…

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Q: (a) For integers a, b, q, r, prove that if a = bq + r then (a, b) = (b, r).

A: Since you have posted a multiple question according to guildlines I will solve first(a)    question…

Q: Write the complete solution as plus homogeneous solution which is the solution of Ax=0, remember…

A: This is a question of linear transformation.

Q: Let, T: R²³ R³T (x₂√, z) = (x+√+2, 27¹², 24+32) • Test whether the transformation linear or not T is…

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Q: Question 6 Given integers a, b, c, d = Z, and m, n € N. (a) Suppose that a = b (mod n), and that m |…

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Q: How do you solve this using differential equations?

A: Given: The detective got a call at ten past midnight. He arrived at the crime scene in 20 minutes.…

Q: x 2y V. Consider the lines : *+1-2/4/ = 2z - 6 and m: x= -1 + 10t, y = 7t, z = 2+t. 5 7 1. Determine…

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Q: State the first isomorphism theorem for groups and use it to show that the groups/mz and Zm are…

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Q: The cost function is C(x) = 5x + 21 and price-demand function is p(x) = 25−4x • Find the profit…

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Q: Given the f(x)=xln(x)+sin(x), find the area under the curve from x=2 to x=3 using:​ Riemann Sum.…

A: We can solve this using given information

Q: -() 84. State four points where cos x = infinite number of these points? Why is there an

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Q: (d) Find the cosets of the quotient group (5)/(10), and determine its order.

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Continuous Probability Distributions

Probability distributions are of two types, which are continuous probability distributions and discrete probability distributions. A continuous probability distribution contains an infinite number of values. For example, if time is infinite: you could count from 0 to a trillion seconds, billion seconds, so on indefinitely. A discrete probability distribution consists of only a countable set of possible values.

Normal Distribution

Suppose we had to design a bathroom weighing scale, how would we decide what should be the range of the weighing machine? Would we take the highest recorded human weight in history and use that as the upper limit for our weighing scale? This may not be a great idea as the sensitivity of the scale would get reduced if the range is too large. At the same time, if we keep the upper limit too low, it may not be usable for a large percentage of the population!