( x + 2 ) / 6 = ( x - 4 ) / 3 is -19
Given:
( x + 2 ) / 6 = ( x - 4 ) / 3
( x + 2 )=2(x-4)
x+2=2x-8
x=-10
If the ratio between the first and second amounts is identical to the ratio between the second and third, the three quantities are said to be in continuing proportion. Similarly, the ratio between the first and second amounts in a continuous proportion will be equal to the ratio between the third and fourth.
Consider the following two ratios: a:b and c:d. We shall convert the means of the two specified ratio terms to a single term/number in order to get the ongoing proportion. This is the LCM of means in general, and for the given ratio, the LCM of b & c is bc. As a result of multiplying the first ratio by c and the second ratio b.
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