If match box contains $50$ matchsticks, the number of matchsticks required to fill $n$ such boxes is.

$50 + n$

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$50 n$

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$50 \div n$

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$50 - n$

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Solution

The correct option is B
$50 n$

Given that, each matchbox contains $50$ matchsticks.
So, $n$ such boxes will contain $50 \times n = 50 n$ matchsticks.
Hence, option (B) is correct answer.

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Similar questions

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If each matchbox contains 50 matchsticks, the number of matchsticks required to fill n such boxes is

Question 1

If each matchbox contains 50 matchsticks, then the number of matchsticks required to fill n such boxes is

(a) 50 + n

(b) 50 n

(d) 50 - n

Question 1

If each matchbox contains 50 matchsticks, then the number of matchsticks required to fill n such boxes is

(a) 50 + n

(b) 50 n

(d) 50 - n

Choose the correct answer from the given four options $(3 t o 15)$ .

$5$ .If each matchbox contains $48$ matchsticks, then the number of matchsticks required to fill $n$ such boxes is

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