Number System
-  Find the maximum number of tree which can plant 20 m apart on the two side of straight road 1760 m long
- 
                        View Hint View Answer Discuss in Forum Number of trees that can be planted on one side of road = (1760 / 20) + 1 Correct Option: DNumber of trees that can be planted on one side of road = (1760 / 20) + 1 
 = 88 + 1
 =89
 ∴ Trees on the both side = 2 x 89=178
-  The least number among4 , √ 9 , 0.45 and (0.8)2 is 9 49 
- 
                        View Hint View Answer Discuss in Forum Decimal equivalents : 4 = 0.4; √ 9 = 3 = 0.43 9 49 7 
 0.45, (0.8)2 = 0.64Correct Option: BDecimal equivalents : 4 = 0.4; √ 9 = 3 = 0.43 9 49 7 
 0.45, (0.8)2 = 0.64
 ∴ Least number = 0.43= √ 9 49 
-  The smallest number of five digits exactly divisible by 476 is
- 
                        View Hint View Answer Discuss in Forum The smallest number of 5 digits = 10000 
 Now, Correct Option: DThe smallest number of 5 digits = 10000 
 Now, 
 ∴ Required number = 10000 + (476 – 4)
 = 10000 + 472 = 10472
-  The difference between two number is 18 if four times the second number is less then three what is the sum these two number?
- 
                        View Hint View Answer Discuss in Forum Let first number = P 
 And second number = Q
 According to the question
 P - Q = 10 ....(i)
 And 3P - 4Q = 18...(ii)
 on multiply eq (i) by 3 and then subtract eq (ii) from it
 3P - 3Q = 54
 3P - 4Q = 18
 Q = 36
 On putting the value of Q in the eq (i)
 P = 18 + Q = 18 +36
 ⇒ P = 54Correct Option: DLet first number = P 
 And second number = Q
 According to the question
 P - Q = 10 ....(i)
 And 3P - 4Q = 18...(ii)
 on multiply eq (i) by 3 and then subtract eq (ii) from it
 3P - 3Q = 54
 3P - 4Q = 18
 Q = 36
 On putting the value of Q in the eq (i)
 P = 18 + Q = 18 +36
 ⇒ P = 54
 Required sum = P + Q = 54 +36 =90
-  The largest among the numbers
 (0.1)2, √0.0121, 0.12 and √0.0004 is
- 
                        View Hint View Answer Discuss in Forum (0.1)2 = 0.01 
 √0.0121 = √0.11 × 0.11 = 0.11
 √0.0004 = 0.02Correct Option: C(0.1)2 = 0.01 
 √0.0121 = √0.11 × 0.11 = 0.11
 √0.0004 = 0.02
 After arranging the given numbers in increasing order, we will get
 ⇒0.01 < 0.02 < 0.11 < 0.12
 So clearly 0.12 is the biggest fraction in the given question.
 
	