`ln DeltaB C ,ifsqrt(3)r+a=sqrt(3)r+b=s ` then thetriangle is

In Delta ABC if sqrt(3)r+a=sqrt(3)r+b=s then the triangle is

ln a triangle ABC, r_(1) + r =r_(2) + r_(3) . lf the measure of angle A is 60°, then s/a=

ln a triangle ABC, r_(1) + r =r_(2) + r_(3) . lf the measure of angle A is 60°, then s/a=

sqrt((9^((r + (I)/4)) sqrt(3.3^(-r)))/(3.sqrt(3^(-r)))) = k , then the value of k is

In Delta ABC, if (a-b) (s-c)= (b-c) (s-a) then r_1,r_2,r_3 are in

Let a,b" and "c are distinct positive numbers,none of them is equal to unity such that log _(b)a .log_(c)a+log_(a)b*log_(c)b+log_(a)c*log_(b)c-log_(b)a sqrt(a)*log_(sqrt(c))b^(1/3)*log_(a)c^(3)=0, then the value of abc is -

If log_(sqrt(3))5=a and log_(sqrt(3))2=b , then log_(sqrt(3))300 is equal to a) 2(a+b) b) 2(a+b+1) c) 2(a+b+2) d) a+b+4

Comprehension 1 Let a^((log)_b x)=c w h e r e a , b , c & x are parameters. On the basis of above information, answer the following questions: If b=(log)_(sqrt(3))3, c=2(log)_bsqrt(b) a n d s intheta=a(w h e r e x >1) t h e n theta can be a.pi/4 b. (3pi)/2 c. pi/2 d. 0