Ta có:
`x/3,15=0,15/7,2`
`⇒7,2x=3,15.0,15`
`⇒7,2x=0,4725`
`⇒x=0,4725:7,2`
`⇒x=21/320`
\(\dfrac{x}{3.15}=\dfrac{0.15}{7.2}=\dfrac{1}{48}\)
nên \(x=\dfrac{1}{48}\cdot3.15=\dfrac{21}{320}\)
`x/3,15=0,15/7,2`
`⇒7,2x=3,15.0,15`
`⇒7,2x=0,4725`
`⇒x=0,4725:7,2`
`⇒x=21/320`
\(\dfrac{x}{3,15}=\dfrac{0.15}{7,2}\)
\(=\dfrac{x}{3,15}=\dfrac{0.15}{7,2}=\dfrac{1}{48}\)
\(=\dfrac{x}{3,15}=\dfrac{1}{48}\)
\(=x:3,15=\dfrac{1}{48}\)
\(x=\dfrac{1}{48}\times3,15=\dfrac{21}{320}\)
Vậy `x = 21/320`