3d

Let first line be x = y = z, second line be x=y/2=z/3

and third line is passing through (1, 1, 1).

Area of triangle formed by these three lines is √6 unit, and point of intersection of third line

with second line

is (a, b, c) where a, b, c all are positive, then find the value of a – b + c

6 Answers

1
Che ·

if i hav not mad a calc mistake ans is 4 ?

4
UTTARA ·

Ya u're right

Can u post the soln plzzz!!!!!!!!!

1
Che ·

can u plz tell wat u did....

so that i may help u further

4
UTTARA ·

no i dint hav any idea abt this thats y i posted it here

[2]

1
Che ·

k

teh 3 cordinates of vertices of triangle will be (a,b,c) (1,1,1) and (0,0,0)

this u got ?

now apply area formula for traingle formed by 3d lines.....u must be knowing it

u get a relation in a b and c

now (a,b,c) lies on 2nd line

so a=b/2=c/3=k

a=k
b=2k
c=3k

put teh values of a b and c in terms of k in the relation found abov

u get a value of k

with it find a b and c and hence a-b+c

4
UTTARA ·

k fine thanks

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