Question

solve for the value of x​

Answer 1

Answer:

Step-by-step explanation:

1/a+b+x = 1/a + 1/b + 1/x

1/a+b+x = ab + bx + ax / abx

abx = (a+b+x)(ab+bx+ax)

abx = a^2b + abx + a^x + ab^2 + b^2x + abx + abx + bx^2 + ax^2

abx = a^2b + a^2x + b^2a + b^2x + x^2a + x^2b + 3abx

abx - 3abx =  a^2b + a^2x + b^2a + b^2x + x^2a + x^2b

-2abx = a^2(b+x) + b^2(a+x) + x^2(a+b)