1. Choose the best answer: (4 marks)
(a) Estimate the quotient: 601 ÷ 8 (i) 70 (ii) 60 (iii) 50 (iv) 80
(b) The remainder of 3985 ÷ 30 is (i) 15 (ii) 0 (iii) 65 (iv) 25
(c) Identify the dividend in the division equation 7144 = 39 × 183 + 7 (i) 7144 (ii) 37 (iii) 190 (iv) 114
(d) Mr. Ranjan decides to share his savings equally between his six grandchildren. He has ₹1,51,782 in a fixed deposit. How much money (in ₹) will each grandchild get? (i) 151782 × 6 (ii) 6 ÷ 151782 (iii) 151782 ÷ 6 (iv) 151728 ÷ 6
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Answers
Answer:
a) (iv) 80
b) (iv) 25
c) (i) 7144
d) (iii) 151782 ÷ 6
Step-by-step explanation:
a) 601/8 = 75.12 ≈ 80
b) Dividend = Divisor × Quotient + Remainder
=> 3985 = 30 × a + Remainder
Let 'a' be the number by which when 30 is multiplied we get the closest answer less than 3985
a = 132
=> 3985 = 30 × 132 + Remainder
=> Remainder = 3985 - 3960 = 25
c) Formula is : Dividend = Divisor × Quotient + Remainder
d) Money each grandchild will get = 151782/6
Because Amount of thing to be distributed (Here money) = Rs. 1,51,782 and no. of people in which money to be divided = 6
Given : 601 ÷ 8
To Find : Estimate the quotient:
Solution:
601 ÷ 8
= 600 ÷ 10
= 60
Estimated Quotient is 60
correct option (ii) 60
remainder of 3985 ÷ 30
132
30 ) 3985 (
30
____
98
90
___
85
60
____
25
Remainder is 25
correct option (iv) 25
7144 = 39 × 183 + 7
Dividend = Divisor x Quotient + remainder
dividend = 7144
correct option i) 7144
each grandchild get
(iii) 151782 ÷ 6
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