show that y 4e2x - 2e-3x is a solution of
show that Y = 4e2x - 2e-3x is a solution of initial-value problem (d2y)/(dx2)+ (dy)/(dx) - 6y=0 ; y(0)=6 ; y’(0)=2 . is Y = 2e2x - 4e-3x also a solution of this problem? explain why or why not
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process description if i put a1000 and b0100 agtb gate will show output 1 and dose altb show op 0 but in my calculation both gates output 1
hello i have a dataset including both categorical amp numerical variable for market segmentationhow can i cluster them via k-means in
my question is that if voltage is increased the electrons will move faster and the distance between them is changed
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show that y 4e2x - 2e-3x is a solution of initial-value problem d2ydx2 dydx - 6y0 y06 y02 is y 2e2x - 4e-3x also a solution of this
i need help in logit using stata i am very new in that and my supervisor wants me to use panel data which model is best for me and why no idea could
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