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Quantitative Aptitude

Triangles

15. The point...

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15. The point a divides the join of points -5,1 and 3,5 in ratio k:1 and coordinates of b and c are 1,5 and 7,-2 .if area of triangle is 2 units then find integral value of k

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A

divides the line segment joining the points

(- 5, 1)

(3, 5)

k : 1

. The coordinates of points

B

C

(1, 5)

(7, - 2)

respectively. If the area of

△ A B C

2

square units, then the number of values of

k

Q. The point A divides the join of P (−5, 1) and Q(3, 5) in the ratio k:1. Find the two values of k for which the area of ΔABC where B is (1, 5) and C(7, −2) is equal to 2 units.

A

divides the line segment joining the points

P (- 5, 1)

Q (3, 5)

k : 1

. Find the two values of

k

for which the area of

△ A B C

2

square units where

B

(1, 5)

C (7, - 2)

A

divides the line segment joining the points

(- 5, 1)

(3, 5)

k : 1

. The coordinates of points

B

C

(1, 5)

(7, - 2)

respectively. If the area of

△ A B C

2

square units, then the number of values of

k

Q. The point A divides the join of P(-5, 1) and Q(3, 5) in the ratio k:1. Find the two values of k for which the area of

Δ A B C

where B is (1, 5) and C is (7, -2) is equal to 2 units.

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