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USE CODE: SSPD25

```				    consider the points A=(0,1) and B=(2,0).let P be a point on the line 4x+3y+9=0.find the coordinate of P such that |PA-PB| is maximum
```

6 years ago

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```										Hi Rahul,
You can calculate the coordinate of P by following the below approach :
let P be (h,k)
PA = root(h2 + (k - 1)2)
PB = root((h - 2)2  + k2)
let S = |PA-PB| = root(h2 + (k - 1)2)  -  root((h - 2)2  + k2)      ---- eqn (1)
Since P lies on given line therefore , 4h + 3k + 9 = 0
Put k from this eqn into eqn(1)
and differentiate S w.r.t to h
S will be maximum when dS/dh = 0 and d2S/dh2 < 0.
Thus u will get vaule of h.
Puneet
```
6 years ago

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