Bantu bro cuman 1 soal

Bantu bro cuman 1 soal

Jawaban:

a. 1

b. 0

c. 0

d. 1

e. 0

Penjelasan:

A = 3, B = 6, C = 2, K = 5, L = 4, M = 3

$D = Big[(4+2 > A)wedge ((B-2 > 3+2) vee (B+2 leq 6+2))Big]\\D = Big[(6 > 3)wedge ((6-2 > 3+2) vee (6+2 leq 6+2))Big]\\D = Big[text{True}wedge (text{False}vee text{True})Big]\\D = text{True}wedge text{True} \\boxed{boxed{textbf{Huge{D = True = 1}}}}$

$E = Big[ (K+5 < M) vee ((Ccdot M < L)wedge (2cdot M-L > 0))Big]\\E = Big[ (5+5 < 3) vee ((2cdot 3 < 4)wedge (2cdot 3-4 > 0))Big]\\\E = Big[ (10 < 3) vee ((6 < 4)wedge (2 > 0))Big]\\\E = Big[ text{False} vee (text{False}wedge text{True}))Big]\\\E = text{False} vee text{False}\\\boxed{boxed{textbf{Huge{E = False = 0}}}}$

$E = Big[ (L+5 < M) vee ((Ccdot K < L)wedge (2cdot K-L > 0))Big]\\E = Big[ (4+5 < 3) vee ((2cdot 5 < 4)wedge (2cdot 5-4 > 0))Big]\\\E = Big[ (9 < 3) vee ((10 < 4)wedge (6 > 0))Big]\\\E = Big[ text{False} vee (text{False}wedge text{True}))Big]\\\E = text{False} vee text{False}\\\boxed{boxed{textbf{Huge{E = False = 0}}}}$

$F = Big[Acdot 4 leq 3cdot M+BBig]\\F = Big[3cdot 4 leq 3cdot 3+6Big]\\F = Big[12 leq 15Big]\\boxed{boxed{textbf{Huge{F = True = 1}}}}$

$G = Big[(K+10 geq A)wedge(L-2>4cdot C)Big]\\G = Big[(3+10 geq 3)wedge(4-2>4cdot 2)Big]\\G = Big[(13 geq 3)wedge(2>8)Big]\\G = text{True}wedgetext{False}\\boxed{boxed{textbf{Huge{G = False = 0}}}}$