Question

manufacturing company requires 54 machines to produce a given number of articles in 60
days. How many machines would be required to produce the same number of articles in
32days?

Answer 1

Answer:

101.25

Given:-

• manufacturing company requires 54 machines to produce a given number of artical in 60 days

To find:-

• number of machines would required to produce the same number of articles in 32 days

solution:-

to complete the work in less days,more machines will be required.

hence this is inverse variation

method :- unitary method

in 60 days , 54 machines to construct an articles.

There for,

in 1 day the article will be constructed (60 x 54) machines

There for

in 32 days the articles be produce

$\frac{60 \times 54}{32} \\ \\ 101.25$

Answer 2

Total number of article produce = 29

Step-by-step explanation:

In manufacturing company,

60 days = 54 article produce

∴ 1 day = $\dfrac{54}{60}$ article produce

To find, total number of article produce =

∴ 32 days = $\dfrac{54}{60} \times 32$ article produce

$=\dfrac{9}{10} \times 32$

$=\dfrac{288}{10}$

= 28.8 article produce

≈ 29 article produce

Hence, total number of article produce = 29