AdminHelpdice Team30 May, 2024If $$^{log} \ _{36} \ ^{49} \ = \ {{ ^{log} \ _{36} \ ^{7} } \over { ^{log} \ _x \ ^{6}}}$$ , then find x61/61/3636Check AnswerRelated MCQ's If $$x = y^{2} = z^{3} = w^{4} = u^{5}$$ , then find the value of $$^{log} \ _{x} \ ^{xyzwu}$$....Mon, 10 MarIf $$^{5 \ + \ log} \ _{10} \ ^{x} \ = \ ^{5 \ log} \ _{10} \ ^{y}$$, then express x in terms of y....Mon, 10 MarSimplify : $$^{log} \ _{b^{2}} \ a$$ x $$^{log} \ _{c^{2}} \ b$$ x $$^{log} \ _{d^{2}} \ c$$ x $$^{log} \ _{e^{2}} ...Mon, 10 MarN is a 15-digit number. Find the integral part of $$^{log} \ _{10} \ ^{N}$$...Mon, 10 MarIf k = 5 $$^{log} \ _5 \ ^{7^{2}}$$ , find k = ?...Mon, 10 MarFind the value of $$^{log} \ _{125} \ ^{625}$$...Mon, 10 MarFind the value of $$^{log} \ _5 \ ^{125 \ ^{5}}$$...Mon, 10 MarFind the value of $$^{log} \ _5 \ ^{1}$$...Mon, 10 MarFind the value of $$^{log} \ _5 \ ^{\sqrt[3]{25}}$$...Mon, 10 MarFind the value of $$^{log} \ _5 \ ^{1\over25 }$$...Mon, 10 Mar
