If each match box contains 50 matchsticks, the number of matchsticks required to fill n such boxes is (A) 50 + n (B) 50n (C) 50÷ n (D) 50 – n

Question

Harshit Singh · Answer

Dear Student

Option (B) is right here.
From the question it is given that, number of match sticks in each match box = 50
Then, the number of matchsticks required to fill n such boxes = 50 × n

= 50n

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If each match box contains 50 matchsticks, the number of matchsticks required to fill n such boxes is (A) 50 + n (B) 50n (C) 50÷ n (D) 50 – n

If each match box contains 50 matchsticks, the number of matchsticks required to fill n such boxes is
(A) 50 + n (B) 50n (C) 50÷ n (D) 50 – n

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If each match box contains 50 matchsticks, the number of matchsticks required to fill n such boxes is (A) 50 + n (B) 50n (C) 50÷ n (D) 50 – n

If each match box contains 50 matchsticks, the number of matchsticks required to fill n such boxes is(A) 50 + n (B) 50n (C) 50÷ n (D) 50 – n

1 Answers

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Other Related Questions on 6 grade maths

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If each match box contains 50 matchsticks, the number of matchsticks required to fill n such boxes is
(A) 50 + n (B) 50n (C) 50÷ n (D) 50 – n