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Advanced Math Archive: Questions from April 15, 2022

• I need help converting these sentences to prenex form: ∃x((D(x) ∧ ¬∃yF(x, y)) → ¬∀y(∀zR(z, x) ∨ ∀zB(z, y))) (∃x(D(x) ∧ ¬∀yF(x, y)) → ¬∃x(∀
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• help please:( product of sums
  Below is the truth table for some function. Write the product-of-sums form of the function. 2 y 2 f(x, y, 2) 0 0 0 1 0 0 1 1 0 1 0 0 0 1 1 0 1 0 0 0 1 0 1 0 1 1 0 1 1 1 1 1 O a. (x + y + z)(x + y + z'
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  T 2 Hlola Below is the truth table for some function. Write the product-of-sums form of the function y T(X,Y, ) 0 0 0 0 0 0 1 1 0 1 0 0 0 1 1 1 1 0 0 1 1 1 1 1 0 0 1 1 1 1 O a. (x + y + z)(x + y'+z)(x
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  KE u=2x If y= u and su +1, find dy when x 1 dx ir ke d dy dx (Simplify your answer.) X=1 ho yle PS y Lil
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• !!!!! 17, 19, 21 PLEASE !!!!!
  In Exercises 16–27 solve the initial value problem. 16. [ -6 1]: -7 4 7 y, y(0) = -4 17. 7 2 - 2 2 y, y(0) = 3 21 -12 24 -15 y, y(0) = 18. y = [ [=6 ] [24] [-] [3] [='] [:] 19. 4 7 y, y(0) = 4 20. =
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• 17, 19, 21 PLEASE
  In Exercises 16–27 solve the initial value problem. 16. [ -6 1]: -7 4 7 y, y(0) = -4 17. 7 2 - 2 2 y, y(0) = 3 21 -12 24 -15 y, y(0) = 18. y = [ [=6 ] [24] [-] [3] [='] [:] 19. 4 7 y, y(0) = 4 20. =
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• grade 12 advanced function. please dont use calculus formulas.
  Graph the below functions. a) y = x(x-2)(x+3) b) y=-(x-1)(x+3) c) y =-x(x-3)(x+2)(x+4) d) y =(x+2)(x-3) e) y = x(x+2)*(x-2) f) y = x'(x+2) g) y =(x-1)'(x+1)'(x-2)(x+2) h) y = x - x i) y = -x3+4x® - 3
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• QUESTION 17 PLEASE
  In Exercises 16–27 solve the initial value problem. 16. [ -6 1]: -7 4 7 y, y(0) = -4 17. 7 2 - 2 2 y, y(0) = 3 21 -12 24 -15 y, y(0) = 18. y = [ [=6 ] [24] [-] [3] [='] [:] 19. 4 7 y, y(0) = 4 20. =
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• QUESTION 21 PLEASE
  In Exercises 16–27 solve the initial value problem. 16. [ -6 1]: -7 4 7 y, y(0) = -4 17. 7 2 - 2 2 y, y(0) = 3 21 -12 24 -15 y, y(0) = 18. y = [ [=6 ] [24] [-] [3] [='] [:] 19. 4 7 y, y(0) = 4 20. =
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• (1 point) The following table shows the speed of a moving projectile, measured in certain times: Time, (s) Velocity, (m/s) Use the forward divided difference formula of O(h) to estimate the accelerat
  3 (1 point) La siguiente tabla muestra la velocidad de un proyectil en movimiento, medida en ciertos tiempos: Tiempo, (s) Velocidad, (m/s) 0 3 48 6 183 408 12 723 15 1128 Utilice la fórmula de difere
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  Solve the initial value problem. 1 dy y sin 0 OP O y() = 1 3 y + 1
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