`a) 227 < 318`
`b) 3363< 4242`
Bài 2:
`a) (x + 1)^3= 64`
`(x + 1)^3=4^3`
`⇒x+1=4`
`⇒x=4-1=3`
Vậy: `x=3`
`b)(2x – 3)^2 = 36`
`(2x – 3)^2 = 6^2`
`⇒2x – 3=6`
`⇒2x=6+3`
`⇒2x=9`
`⇒x=9:2`
`⇒x=4,5`
Vậy: `x=4,5`
`c) 5x+2 + 5x+1 + 5x = 19375`
`5x(2+1) = 19375`
`5x.3=19375`
`5x=19375:3`
Bài 3:
Ta có: `7200 – 7205 + 7204=7199`
Ta có: `7199:43=167,186045..........`
Vậy: 7200 – 7205 + 7204 không chia hết cho 43