Can anyone please share the detailed solution of this

Have you searched this on the internet?

Better way would be to show the steps you’re doing and then asking where you’re going wrong !

Got my mistake and correct ans thanks

can solve it like this :

Given:- Total employee = 6000

Now, \frac{3}{8} of that work in Mexico thus, 6000 \times \frac{3}{8} =2250 employee out of 60000 work in Indonesia. That means the reaming 3750 employees work in Pakistan + Mexico.

Now, the relationship given b/w Pakistan and Mexico is as follows “Twice as many employees work in mexico as work at plant in pakistan”. Thus, we assume the number of people working at Pakistan be `x`

and then the number of people working at mexico will be `2x`

and it will equate to the following x+2x = 3750 and x will be 1250 and as number of employees working at mexico is 2x = 2 \times 1250 = 2500

\frac{3}{8} works in Indonesia that means , \frac{5}{8} works in Mexico and Pakistan. Now it is given that Twice as many employees work in mexico as work at plant in pakistan” thus let pakistan be P then mexico will be 2P . So , you can say \frac{\text{Mexico}}{\text{Mexico+Pakistan}}=\frac{2P}{2P+P}= \frac{2P}{3P}= \frac{2}{3} = mexico

Cool . Got it now … Thanks

you are given x=110, y=120,

so x’ to x is 180, so 180-x —>180-110=70 is the adjnt angle, now you have

y-70 → 120 - 70= 50 which is angle of z.

are the answers 1.E 2.A

bro answer for 2nd question can’t be 49 it had to be 41.

we will take men extreme and women least.

this would be first extreme case.

let’s assume men to be 180 and w=20( we get this number from lcm of 5 and 4 i.e 20)

180/5=36 and 20/4=5, that will be equal to 41

@user8466 user