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Distance between Two Points Using Pythagoras Theorem

In triangle A...

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In triangle ABC, if A =x, B = y, and c =z such that x = 4y/3 and y= 3z/8, then B is equal to

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I n Δ A B C, i f ∠ A = x, ∠ B = y a n d ∠ C = z

s u c h t h a t x = \frac{4 y}{3} a n d y = \frac{3 z}{8}, t h e n ∠ B i s e q u a l t o

Q. Consider a triangle ABC, whose vertical are

A (- 2, 1), B (1, 3) a n d C (x, y)

.If C is a moving point such that area of

Δ A B C

is constant,then locus of C is:

X

Y

axes and mark the points

A (5, 8)

B (3, 2)

.
(a) If we draw triangle

A B C

such that the side

B C

is parallel to the

X

axis, what will be its height?
(b) Draw triangle

A B C

, such that the side

B C

is parallel to the

X

axis and area of the triangle is equal to

15

Q. Consider a triangle ABC, whose vertices are

A (- 2, 1), B (1, 3)

C (x, y)

. If C is a moving point such that area of

Δ

ABC is constant, then locus of C is?

A = ⎡ ⎢ ⎣ \begin{matrix} x & 3 & 2 1 & y & 4 2 & 2 & z \end{matrix} ⎤ ⎥ ⎦

x y z = 60

8 x + 4 y + 3 z = 20

A (a d j A)

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