Question

G.20.1.73. ABCD-JKLM Find the value of x.KBALa. 18.2b. 29.5c. 21.7d. 188e. 177С6359DMG.2D

Answer 1

As given,

ABCD is similar to JKLM. Therefore, the ratio of corresponding sides should be equal.

For example,

`(AD)/(JM)=(DC)/(ML)`

Now, put the values in the formula

`(6)/(59)=(3)/(x)`
`6\cdot x=3\cdot59`
`6x=177`
`x=(177)/(6)`
`x=29.5`

Therefore, option b) 29.5 is correct.