Question

In a factory the ratio of salary of skilled and unskilled workers is 5.3total salary of day of both of then is Rs. 720find daily wages of skilled and unskilled workers​

Answer 1

Answer:-

$\small \bf \underline{Given:}$

★★ Ratio of skilled and unskilled workers = 5:3

★★ Total salary of day of both of then = ₹720

$\small \bf \underline{To \: find:}$

We need to find daily wages of skilled and unskilled workers

$\small \bf \underline{Solution:}$

Let's take a common factor between the ratios

Let the common factor be x

So, the daily wages of skilled and unskilled workers are 5x and 3x respectively

So according to the question the equation is as follows :-

$\bf \small \: 5x + 3x = 720$

$\bf \small \implies \: 8x = 720$

$\bf \small \implies \:x = \frac{720}{8}$

$\bf \small \implies \:x = 90$

Daily wages of skilled workers = 5x = 5×90 = ₹450

Daily wages of unskilled workers = 3x = 3×90 = ₹270

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Answer 2

Answer:

Question :-

• In a factory, the ratio of salary of skilled and unskilled workers is 5 : 3. Total salary of a day of both of them is Rs. 720. Find daily wages of skilled and unskilled workers?

Answer

Given:

• Ratio of salary of skilled and unskilled workers = 5 : 3
• Total salary of a day of both of them = ₹ 720

Tofind :-

• Daily wages of skilled and unskilled workers

Solution :-

As, Ratio of salary of skilled and unskilled workers = 5 : 3

So, Let the daily wages of skilled and unskilled workers be 5x and 3x.

Total salary of both the workers be ₹ 720.

So, Acording to statement, we get

$\bf \ \: 5x + 3x = 720$

$\bf\implies \:8x = 720$

$\bf\implies \:x = {\cancel\dfrac{720}{8 \: }90}$

Daily wages of skilled worker = 5x = 5 × 90 = ₹ 450

Daily wages of unskilled workers = 3x = 3 × 90 = ₹ 270.

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