Nora wants to go to a toy shop. She leaves her home at $10 : 00 AM$ and reaches the toy shop at $10 : 40 AM$ . How many seconds does Nora take to cover the journey.

2, 400

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1, 900

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2, 000

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2, 100

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Solution

The correct option is A $2, 400$
Nora leaves her house by $10 : 00 AM$ and reaches the toy shop at $10 : 40 AM$ , it takes $40$ minutes for her to cover the journey.

As we know,
$1$ minute = $60$ seconds
$∴$ $40$ minutes = $40 \times 60 = 2, 400$ seconds

Therefore, option (a) is correct.

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Nora wants to go to a toy shop. She leaves her home at 10:00 AM and reaches the toy shop at 10:40 AM. How many seconds does Nora take to cover the journey.

The correct option is A 2,400Nora leaves her house by 10:00 AM and reaches the toy shop at 10:40 AM, it takes 40 minutes for her to cover the journey. As we know, 1 minute = 60 seconds ∴ 40 minutes = 40×60=2,400 seconds Therefore, option (a) is correct.

Nora wants to go to a toy shop. She leaves her home at $10 : 00 AM$ and reaches the toy shop at $10 : 40 AM$ . How many seconds does Nora take to cover the journey.

The correct option is A $2, 400$
Nora leaves her house by $10 : 00 AM$ and reaches the toy shop at $10 : 40 AM$ , it takes $40$ minutes for her to cover the journey.

As we know,
$1$ minute = $60$ seconds
$∴$ $40$ minutes = $40 \times 60 = 2, 400$ seconds

Therefore, option (a) is correct.