Question

A shopkeeper has 124 cycle parts,out of which 8 are defective.What percentage is defective ​

Answer 1

Question:

A shopkeeper has 124 cycle parts, out of which 8 are defective. What percentage is defective ​

Understanding the question:

There are 8 defective cycle parts out of 124 cycle parts. We have to find out the Percentage of defective cycle parts .

Percentage of defective cycle parts =Defective cycle parts/Total cycle parts

Lets take The percentage of defective cycle parts be X

Which means X % of 124 =8

X/100 x 124 = 8

X= 8 x 100 /124

Given:

• Total  cycle parts = 124

• Defective cycle parts = 8

Formula used:

% of defective parts-$\frac{D}{T}\times 100$

D-defective part

T-Total parts

To Find:

The percentage of defective parts from the total cycle parts

Solution:

Total cycle parts = 124

Defective cycle parts = 8

Let % of defective parts = x

x  =  -$\frac{D}{T}\times 100$

Where,

D-defective part

T-Total parts

=> x =$\frac{8}{124} \times 100$

=> x  = $\frac{800}{124}$

=> x  = 6.45%.

$\boxed{Answer = 6.45\%}$

So therefore the percentage of defective parts = 6.45 %

Answer 2

Answer:

6.45%

Step-by-step explanation:

No. of cycle parts =124

No. of defective cycle parts =8

Percentage of defective cycle parts = (8/124 x 100) % =6.45%

hope it's helpful