Math, asked by keera4, 5 months ago

The area of the triangle formed by two tangents drawn from (3,5) to the circle x^2+y^2=16 and

the chord of contact of (3,5) is​

Answers

Answered by rakeshkumarbro218200
0

Step-by-step explanation:

The ratio between the product of antecedents to the the product of consequentse is called------------ ratioScientific intervention is necessary to unearth buried mysteries.How many rectangular slabs of 10 cm × 8 cm are required to cover the floor of a hall 12 m × 10 m?The ratio between two quantities of the same kind is called 'simple ratio'. When the product of the antecedents of two or more simple ratios is considered as the antecedent and the product of their consequents is considered as the consequent, the ratio thus formed is known as a 'compound ratio'.

Answered by adityaavadhanula05
0

x²+y²=16

it is in form of

x²+y²=r²

than

r²=16

r=√16

r=4

Area of triangle rl³/r²+l²

l²=x²+y²-r²

l²=9+25-16

l²=18

l=3√2

now, area 4X3³(√2)³/16+18

4X27X2√2/34

108√2/17 sq.units

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