Answer: 3 : 1 Given : Ratio of two cubes = 27:1 To find : The ratio of their sides Formula used [tex]\bigstar{\boxed{\mathnormal{\pink{Volume \: of \: cube = s^{3}}}}} [/tex] Step by step explanation To find the ratio of sides we have to find the sides of cube Here , S denotes to the greater side s denotes to the smaller side Ratio of sides , [tex]{\small{\implies{\mathtt{S³= 27 \: \ratio \: s³ = 1}}}} [/tex] [tex]{\small{\implies{\mathtt{S= \sqrt[3]{27}\ratio s= \sqrt[3]{1}}}}}[/tex] [tex]{\small{\implies{\mathtt{3\ratio1}}}}[/tex] [tex]♣{\boxed{\mathbb{\pink{Therefore , the \: ratio \: of \: their \: sides = 3\ratio1}}}}[/tex] Reply
Answer:
3 : 1
Given :
To find :
Formula used
[tex]\bigstar{\boxed{\mathnormal{\pink{Volume \: of \: cube = s^{3}}}}}
[/tex]
Step by step explanation
Ratio of sides ,
[tex]{\small{\implies{\mathtt{S³= 27 \: \ratio \: s³ = 1}}}} [/tex]
[tex]{\small{\implies{\mathtt{S= \sqrt[3]{27}\ratio s= \sqrt[3]{1}}}}}[/tex]
[tex]{\small{\implies{\mathtt{3\ratio1}}}}[/tex]
[tex]♣{\boxed{\mathbb{\pink{Therefore , the \: ratio \: of \: their \: sides = 3\ratio1}}}}[/tex]