Question

Please help me. I don’t understand

Answer 1

Therefore the Equation and missing value is

`(3)/(4)=(1)/(6)+x` .............Equation for the Diagram

`x=(7)/(12)`

Explanation:

Given:

Let Label the Diagram such that

`AB =(1)/(6)`

`BC =c`

`AC =(3)/(4)`

To Find:

Equation =?

x = ?

Solution:

Here Total Length is given in Two Parts

`one\ part =(1)/(6)`

`Second\ part =x`

`Total =(3)/(4)`

For a Line A-B-C

`AC =AB+BC` ..............Line Addition Property

Substituting the values we get

`(3)/(4)=(1)/(6)+x` ...Equation for the Diagram

`x = (3)/(4)-(1)/(6)\\\\x=(18-4)/(4* 6)\\\\x=(14)/(24)\\\\x=(7)/(12)`

Therefore the Equation and missing value is

`(3)/(4)=(1)/(6)+x` ...Equation for the Diagram

`x=(7)/(12)`