Question

Solve the following
(81)^-4÷(729)^2-x=9^4x

Answer 1

Answer:

My writing is a bit terrible but I hope you understand

Step-by-step explanation:

Mark Brainliest ❤️✌️☺️

Answer 2

$\small\red{\boxed{question : (81) {}^{ - 4} \div {(729)}^{2 - x} = {9}^{4x} }} \\ \\ \small\orange{\underline{ \underline{solution}: - }} \\ \\ \color{blue} (81) {}^{ - 4} \div {(729)}^{2 - x} = {9}^{4x} \\ \\ \color{blue}( {9}^{2} )^{ - 4} \div ( {9}^{3} )^{2 - x} = {9}^{4x} \\ \\ \color{blue} {9}^{2 \times ( - 4)} \div {9}^{3 \times (2 - x)} = {9}^{4x} \\ \\ \color{blue} {9}^{ - 8} \div {9}^{6 - 3x} = {9}^{4x} \\ \\ \color{blue} {9}^{ - 8 - (6 - 3x)} = {9}^{4x} \\ \\ \color{blue} {9}^{ - 8 - 6 + 3x} = {9}^{4x} \\ \\ \color{blue} - 8 - 6 + 3x = 4x\: \: \: \:\color{red}(∵bases \: are \: equal ) \\ \\\color{blue} - 14 = 4x - 3x \\ \\ \color{blue} - 14 = x \\ \\ \color{green}or \ \: \: \: x = - 14 \: \: \: \: answer \\ \\ \\ \small\pink{\boxed{\boxed{it's ᭄亗 乄 ＭꫝղᎥនh 乄 亗✯❤࿐}}}$