Question

2. If 3 workers using 3 machines can
produce 600 units in 10 hours, how many
units shall be produced by 6 workers on 6
machines in 5 hours
(3 Points)​

Answer 1

Answer:

900 units

Step-by-step explanation:

three machines three workers 600 units

six workers six machine 1200 units 6 + 6=12

therefore 1200

Answer 2

Answer:

6 workers on 6 machines in 5 hours can produce 300 units

Step-by-step explanation:

given, 3 workers can produce 600 units using 3 machines

to find: number of units produced by 6 workers on 6 machines in 5 hours

let x be the number of units produced by 6 workers on 6 machines in 5 hours

then,

number of  workers                3          6

number of machines              3           6

time taken                              10          5

number of units produced     600      x

a1×b1×c1×d1  = a2×b2×c2×d2

⇒ 3× 3× 10× 600 = 6× 6× 5× (x)

⇒ 54000 = 180 x

⇒ x = $\frac{54000}{180}$

⇒ x = 300

thus, 6 workers on 6 machines in 5 hours can produce 300 units