Question

Quis.
2x + 4x =
1x find x .......​

Answer 1

`\: \: \: \: \:`

`x = (1)/(6) \\ \\ in \: \: alternate \: \: form \\ \\ x = 0.16 \\ x = {6}^( - 1)`

Explanation:

`2x + 4x = 1x`

• collect like terms

`6x = 1`

• divide both sides of the equation by 6

`= \: \: \: x = (1)/(6) \\ \\ or \: \: in \: \: alternate \: \: forms \\ \\ x = 0.16 \\ x = {6}^( - 1)`

hope it helps

`\: \: \: \: \:`

Answer 2

Hello Hiiii8889!

Given, 2x + 4x = 1x. Here, we need to find the value of x.

`\tt\:2x + 4x = 1x\\\tt\:6x = 1x \\\tt\:6x-1x=0 \\\tt\:5x=0 \\\tt\:x = (0)/(5) \\\boxed{\tt\:x = 0}\\`

The value of x will be 0.

Steps :

• Add 2x & 4x. You'll get 6x.
• Now, bring 1x which lies on the other side of the equation to 6x.
• Subtract 1x from 6x. Now our equation is, 5x = 0
• On bringing 5 to the right side of the equation, we have to divide 0 by 5. The answer is 0.
• So, we got the final answer as x = 0.

See the attachment if the working is not clear.

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Lucazz