Question

solve the following equations and check your result:x/2x/4=1/8​

Answer 1

Answer:

Now, find the value of x by considering the given equation, (x/2)+(x/4)=(1/8)⇒((2x+x)/4)=(1/8)

⇒(3/4)x=(1/8)

Multiplying both side by (4/3)

(3/4)x×(4/3)=(1/8)×(4/3)

x=(1/6)

By substituting (1/6) in the place of x in given equation, we get

LHS,

(3/4)x

(3/4)×(1/6)

(1/8)

RHS,

(1/8)

By comparing LHS and RHS

(1/8)=(1/8)

∴LHS=RHS

Hence, the result is verified

Step-by-step explanation:

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Answer 2

according to your question

x/2×x/4 =1/8

=>x^2/8 =1/8

=> x^2=1

=> x= 1 hence I hope you are helped