A factory produces electric bulbs. If $1$ out of every $10$ bulbs is defective and the factory produces $630$ bulbs per day, find the number of defective bulbs produced each day.

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Solution

A factory produces $1$ defective bulb out of every $10$ . Thus the probabilty of producing a defective bulb is $0.1$
Total bulbs it produces are $630.$
Hence the defective bulbs are $0.1 \times 630 = 63$

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A factory produces electric bulbs. If 1 out of every 10 bulbs is defective and the factory produces 630 bulbs per day, find the number of defective bulbs produced each day.

A factory produces 1 defective bulb out of every 10. Thus the probabilty of producing a defective bulb is 0.1Total bulbs it produces are 630.Hence the defective bulbs are 0.1×630=63

A factory produces electric bulbs. If $1$ out of every $10$ bulbs is defective and the factory produces $630$ bulbs per day, find the number of defective bulbs produced each day.

A factory produces $1$ defective bulb out of every $10$ . Thus the probabilty of producing a defective bulb is $0.1$
Total bulbs it produces are $630.$
Hence the defective bulbs are $0.1 \times 630 = 63$