Объяснение:
(х/(х+1) +1)•(1+х)/(2х-1)=(х+х+1)/(х+1) •(1+х)/(2х-1)=(2х+1)/(2х-1)
(4х^2 -4х)/(х+3) ÷(2х-2)=4х(х-1)/(х+3) •1/(2•(х-1))=2х/(х+3)=2•(-1)/(-1+3)=-2/2=-1
9р²-4 = (3р-2)(3р+2)
1-25х² = (1-5х)(1+5х)
m²-c² =(m-c)(m+c)
x²+y²= (x-y)(x+y)
4x²-y²= (2x-y)(2x+y)
16a²-d² = (4a-d)(4a+d)
36x²-81y²= (6x-9y)(6x+9y)
49a²-64x²= (7a-8x)(7a+8x)
x²-c²y²= (x-cy)(x+cy)
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2abc^2-3ab^2c+4a^2bc=abc(2c-3b+4a)
<span>(x+2)(5x+3)-5(x+2)(x-2)⩽10
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5х²+10х+3х+6-5х²+20≤10
13х≤-16
х≤-16/13
х∈(-∞;-16/13]
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