Math, asked by dishuss4833, 10 months ago

Find the ratio of the curved surface areas of two cones if their diameters of the bases are equal and slant heights are in the ratio 4 : 3.

Answers

Answered by Shailesh183816
10

\bf\large\underline\pink{Answer:-}

Radius of both the cones =r

Let :-

L1 =4l L2=3l

CSA1 /CSA2= 22/7 ×r ×4l ÷22/7 ×r ×3l

=4l ÷3l

=4/3

=4:3

,__________________

_______________________________

\bf\huge\underline\red{Follow me}

Answered by MrBhukkad
11

\huge\mathfrak{ \overbrace{ \underbrace{ \pink{ \fbox{ \green{ \blue{A} \pink{n} \red{s} \green{w} \purple{e} \blue{r}}}}}}}

Let,

the slant height of one cone be 4l unit.

the slant height of another cone be 3l unit.

diameters of their bases be 2r unit.

So, radius = r unit.

So, ratio of their C.S.A. is = πr × 4l : πr × 3l

= 4 : 3

Answer:- 4:3

Similar questions