i have an interesting question
let's see which could solve it without trignometery
I promise to follow u if you could solve it♥️♥️✌✌
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1
11 square unit will be the answer
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sh24:
but I think answer is wrong
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2
IN ∆ ABC,
AB = 6 , AC = 10, BC = 8
IT SEEMS IT IS RIGHT TRIANGLE,
So, if 10² = 6² + 8²
if possible then it should right angles triangle,
100 = 36 + 64
100 = 100
Hence, <B = 90°
Now,
area of triangle ABC = 1/2 * base * height
where, base = 6 , height = 8
area = 1/2*6 * 8
= 6 * 4
area = 24unit²
Now,
area of triangle PQR = 1/4(area of triangle ABC)
= 1/4(24)
= 6unit²
One more solutions,
semi - Perimeter of triangle ABC = (6 + 8 + 10)/2
s = 24/2
s = 12,
now,
By Heron's formula,
area of triangle =
=
=
=
area of triangle ABC= 24unit²
Now, area of triangle PQR = 1/4(area of triangle ABC)
= 1/4(24)
= 6unit²
hope this help you....,
AB = 6 , AC = 10, BC = 8
IT SEEMS IT IS RIGHT TRIANGLE,
So, if 10² = 6² + 8²
if possible then it should right angles triangle,
100 = 36 + 64
100 = 100
Hence, <B = 90°
Now,
area of triangle ABC = 1/2 * base * height
where, base = 6 , height = 8
area = 1/2*6 * 8
= 6 * 4
area = 24unit²
Now,
area of triangle PQR = 1/4(area of triangle ABC)
= 1/4(24)
= 6unit²
One more solutions,
semi - Perimeter of triangle ABC = (6 + 8 + 10)/2
s = 24/2
s = 12,
now,
By Heron's formula,
area of triangle =
=
=
=
area of triangle ABC= 24unit²
Now, area of triangle PQR = 1/4(area of triangle ABC)
= 1/4(24)
= 6unit²
hope this help you....,
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