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AAKASH SERIES-PROPERTIES OF TRIANGLES-EXERCISE - II
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- In /\ABC prove that (r1)/(bc) + (r2)/(ca) + (r3)/(ab) = 1/r - 1/(2R).
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- If r r2 = r1 r3 " then " angle A + angle C =
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- Prove that r1 +r2+r3-r = 4R
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- If Delta ABC is right angled at A , then r2 + r3 is equal to
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- ( r1 (r2+ r3))/( sqrt( r1r2+r2r3+ r1r3)) =
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- Prove that in Delta ABC S (( r1- r2) /( a) + ( r2- r)/( b) + ( r3...
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- In Delta ABC, if r-1,R=4, Delta =8, then ab+bc+ca=
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- If 2( r+R ) = b+ c then A =
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- In Delta ABC , (sqrt( r r1r2r3))/( 2Rr ( sin A + sin B + sin C) ) =
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- r^(2) cot ""(A)/(2) cot ""(B)/(2) cot ""(C)/(2)
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- In DeltaABC,(b-c)/r1+(c-a)/r2+(a-b)/r3=
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