Question

For the curve y=f(x) and P is a point on the curve and at p the length of tangent =2, length of normal is 2 by root 3, the length of subtangent is root 3 then the length of subnormal is​

Answer 1

Answer:

Soo jajaja sorry

aamakama ankaa anlaaa.lalana ka

a

aanalam a note lamaakala akalama

ajaam a aaka

said banana kamakaanaka no. aaaaaka bakaman

Answer 2

Answer:

ans:1/root(3)

Step-by-step explanation:

given: f(x)/f'(x)=root(3)

f(x)[root(1+(f'(x))2)]=2/root(3)

f(x)/f'(x)[root(1+(f'(x))2]=2

by dividing length of normal with length of normal, we get f'(x)=1/root(3)

therefore f(x)=1

length of subnormal= f(x)(f'(x))=1(1/root(3))=1/root(3)