If log 3 2=x, then following steps are involved in finding the value of ( log 12 36/ log 12 3) in terms of x. Arrange them in correct order. (A) log 3 36 (B) log 3 9+ log 3 4 (C) 2+2 x (D) 2 log 3 3+2 log 3 2

Question

If log 3 2=x, then following steps are involved in finding the value of ( log 12 36/ log 12 3) in terms of x. Arrange them in correct order. (A) log 3 36 (B) log 3 9+ log 3 4 (C) 2+2 x (D) 2 log 3 3+2 log 3 2 (A) ABCD (B) BADC (C) ABDC (D) ADBC

Tardigrade Admin · Accepted Answer

( log 12 36/ log 12 3)= log 3 36= log 3 9+ log 3 4 =2 log 3 3+2 log 3 2 =2+2 x triangle The required sequential order is ABDC.

Q. If $lo g_{3} 2 = x$ , then following steps are involved in finding the value of $\frac{l o g _{12} 36}{l o g _{12} 3}$ in terms of $x$ . Arrange them in correct order. (A) $lo g_{3} 36$ (B) $lo g_{3} 9 + lo g_{3} 4$ (C) $2 + 2 x$ (D) $2 lo g_{3} 3 + 2 lo g_{3} 2$

$A BC D$

$B A D C$

$A B D C$

$A D BC$

$\frac{l o g _{12} 36}{l o g _{12} 3} = lo g_{3} 36 = lo g_{3} 9 + lo g_{3} 4$
$= 2 lo g_{3} 3 + 2 lo g_{3} 2$
$= 2 + 2 x$
$△$ The required sequential order is $A B D C$ .

Q. If log3​2=x, then following steps are involved in finding the value of log12​3log12​36​ in terms of x. Arrange them in correct order. (A) log3​36 (B) log3​9+log3​4 (C) 2+2x (D) 2log3​3+2log3​2

ABCD

BADC

ABDC

ADBC