Tìm x : a) (19.|x-1|+ 2 . $5^{2}$) : 14 = ( $(13-8)^{2}$ – $4^{2}$ 20/10/2021 Bởi Isabelle Tìm x : a) (19.|x-1|+ 2 . $5^{2}$) : 14 = ( $(13-8)^{2}$ – $4^{2}$
@Bơ `(19.|x-1|+2.5^2):14=((13-8)^2-4^2)``(19.|x-1|+2.5^2):14=5^2-4^2``(19.|x-1|+2.5^2):14=25-16``(19.|x-1|+2.5^2):14=9``(19.|x-1|+2.25):14=9``19.|x-1|+50=126``19.|x-1|=238-50``19.|x-1|=76``|x-1|=76:19``|x-1|=4``=>x-1=4 \text{hay}x-1=-4``=>x=4+1\text{hay}x=-4+1``=>x=5\text{hay}x=-3` Bình luận
a, (19.|x-1|+2.5^2):14 = (13-8)^2 – 4^2 (19|x-1|+2.25):14=5^2-16 (19|x-1|+50):14=25-16 (19|x-1|+50):14=9 19|x-1|+50=9.14 19|x-1|+50=126 19|x-1|=126-50 19|x-1|=76 |x-1|=76:19 |x-1|=4 => x-1=4 hoặc x-1=-4 => x=4+1 hoặc x=-4+1 => x=5 hoặc x=-3 Vậy x ∈ {-3;5} Bình luận
@Bơ
`(19.|x-1|+2.5^2):14=((13-8)^2-4^2)`
`(19.|x-1|+2.5^2):14=5^2-4^2`
`(19.|x-1|+2.5^2):14=25-16`
`(19.|x-1|+2.5^2):14=9`
`(19.|x-1|+2.25):14=9`
`19.|x-1|+50=126`
`19.|x-1|=238-50`
`19.|x-1|=76`
`|x-1|=76:19`
`|x-1|=4`
`=>x-1=4 \text{hay}x-1=-4`
`=>x=4+1\text{hay}x=-4+1`
`=>x=5\text{hay}x=-3`
a, (19.|x-1|+2.5^2):14 = (13-8)^2 – 4^2
(19|x-1|+2.25):14=5^2-16
(19|x-1|+50):14=25-16
(19|x-1|+50):14=9
19|x-1|+50=9.14
19|x-1|+50=126
19|x-1|=126-50
19|x-1|=76
|x-1|=76:19
|x-1|=4
=> x-1=4 hoặc x-1=-4
=> x=4+1 hoặc x=-4+1
=> x=5 hoặc x=-3
Vậy x ∈ {-3;5}