Two proteins (x&y) control each other through mutual repression. the dynamic model for the system consists of the following system of ODEs. calculate the steady state values of these two peoteins. comment of the stabilityof the steady state and the type of phase of portrait expected foe this system. consider x,y≥0 (dx/dt)=(y/(1+y))−2x (dy/dt)=(x/(1+x))−y


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Question Number 207139 by Wuji last updated on 07/May/24

$Two proteins (x & y) control each$ $other through mutual repression . the$ $dynamic model for the system consists of$ $the following system of ODEs .$ $calculate the steady state values of these two peoteins .$ $comment of the stabilityof the steady state$ $and the type of phase of portrait expected foe this$ $system . consider x, y ⩾ 0$ $\frac{dx}{dt} = \frac{y}{1 + y} - 2 x \frac{dy}{dt} = \frac{x}{1 + x} - y$
	Answered by Berbere last updated on 07/May/24

	$t o o c o m p l e c a t e d t o r e a d Y o u r p o s t e$ $p o l i c e T o o b i g$
	Commented by Wuji last updated on 07/May/24

	$you can click on fit width to read clear, sir$
	Commented by mr W last updated on 07/May/24

	Commented by mr W last updated on 07/May/24

	$‘ ‘ f i t {w i d t h}^{″} {d o e s n}^{'} t w o r k w h e n$ $c o m m e n t i n g o r a n s w e r i n g a p o s t .$ $p l e a s e u s e d e f a u l t f o n t s i z e 20 .$ $p l e a s e u s e l i n e b r e a k s .$
	Commented by Wuji last updated on 07/May/24

	$please, sir . how can i make it looks$ $nlrmal . i have put the font size to 20$
	Commented by mr W last updated on 07/May/24

	$t h i s l o o k s n o r m a l n o w . t h a n k s!$
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