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Math Olympiad for Class 7-Problem Solving Approach
Rating: 4.3 out of 5(22 ratings)
100 students

Math Olympiad for Class 7-Problem Solving Approach

SOF-IMO, ASSET Math, IAIS Math, Humming Bird Math, NIMO, Silver Zone Math, Unified Math, Unicus Math, Indian Talent Math
Created byVinuthan S
Last updated 12/2021
English

What you'll learn

  • Science Olympiad Foundation (SOF) - (IMO) Math Olympiad for Class 7
  • CREST Mathematics Olympiads for Class 6
  • Asset Mathematics Olympiad for Class 7
  • International Assessment for Indian Schools Math Olympiad for Class 7
  • Humming Bird Mathematics Olympiads (HMO) for Class 7
  • Eduheal Foundation National Interactive Math Olympiad (NIMO) for Class 7
  • Silver Zone International Olympiad of Mathematics (IOM) for Class 7
  • Unified International Mathematics Olympiad (UIMO) for Class 7
  • Indian Talent Olympiad (IMO) for Class 7
  • Unicus Mathematics Olympiad (UMO) for Class 7
  • Global Olympiad Federation (GOF Math) for Class 7

Course content

9 sections130 lectures4h 24m total length
  • Number System Problem-10:55

    In numbers from 1 to 100 the digit “0” appears _____ times.

    9

    10

    11

    12

  • Number System Problem-21:13

    How many numbers are there containing 2 digits?

    90

    100

    99

    89

  • Number System Problem-31:28

    Sum of the greatest 8 digit number and the smallest 9 digit number is

    19999999

    199999999

    9999999999

    100009999

  • Number System Problem-41:57

    Which least number should be added to 1330 to get a number exactly divisible by 43?

    46

    1

    3

    7

  • Number System Problem-52:28

    Which least number should be subtracted from 13601 to get a number exactly divisible by 87?

    25

    27

    29

    23

  • Number System Problem-63:22

    The smallest number which, when divided by 20, 25, 35 and 40 leaves a remainder 14, 19, 29, 34 respectively is

    1394

    1404

    1664

    1406

  • Number System Problem-72:37

    The difference of the sum of even numbers and sum of odd numbers between 10 and 20 is….

    13

    14

    15

    16

  • Number System Problem-81:16

    A tank contains 500 litres of water. Due to a small hole in the tank the quantity of water is decreasing at the rate of 9 litres every hour. What will the quantity of water in the tank after 10 hours?

    410 litres

    491 litres

    400 litres

    90 litres

  • Number System Problem-92:17

    The divisor is 25 times the quotient and 5 times the remainder. If the quotient is 16, the dividend is :

    6400

    6480

    400

    480

  • Number System Problem-103:00

    The smallest number that must be added to 803642 in order to obtain a multiple of 11 is

    1

    4

    7

    9

  • Number System Problem-111:10

    The LCM of two numbers is x and their HCF is y. The product of two number will be

    x/y

    y/x

    x+y

    xy

  • Number System Problem-122:58

    You purchased two pieces of cloth measuring 1.2 m and 1.3 m each at ₹330 and ₹270 per meter respectively and gave ₹1000 at the payment counter. How much cash will you get back?

    ₹253

    ₹604

    ₹649

    ₹235

    None of these

  • Number System Problem-131:42

    Which of the following statement s is true?

    1 is the smallest prime number

    Every prime number is an odd number

    The sum of two prime numbers is always a prime number

    None of these

  • Number System Problem-143:27

    916 x y x 3 = 214344. What is y?

    78

    68

    84

    66

  • Number System Problem-152:19

    How many numbers are divisible by all 4,5 and 6 lying between 200 and 600.

    5

    6

    7

    8

  • Number System Problem-161:40

    9548 + 7314 = 8362 + x. What is x?

    8230

    8410

    8500

    8600

  • Number System Problem-173:03

    The difference of the squares of two consecutive even integers is divisible by which of the following integers?

    1

    5

    4

    2

  • Number System Problem-182:25

    If the number 517 * 324 is completely divisible by 3, then the smallest whole number in place of * will be?

    0

    3

    1

    2

  • Number System Problem-192:16

    If the number 3z4 is divisible by 6, then value of z =?

    0

    1

    6

    2

  • Number System Problem-203:05

    Which of the following is not a prime number?

    31

    61

    71

    91

  • Number System Problem-212:58

    What is the least number of soldiers that can be drawn up in troops of 12, 15,18 and 20 soldiers and also in form of a solid square?

    900

    400

    1600

    2500

  • Number System Problem-222:42

    Find the least number which will leaves remainder 5 when divided by 8, 12, 16 and 20

    240

    245

    265

    235

  • Number System Problem-231:32

    Two numbers are in the ratio 3:4. If their LCM is 240, the smaller of two number is

    100

    80

    60

    50

  • Number System Problem-241:43

    LCM of two numbers is 936. If their HCF is 4 and one of the numbers is 72, the other is

    42

    52

    62

    72

  • Number System Problem-252:16

    Sum of two numbers is 80. If three times of first number is same as five times of the second number, what are the numbers?

    50, 30

    60, 20

    70, 10

    65, 15

  • Number System Problem-262:12

    In a division problem, the divisor is 4 times the quotient and 3 times the remainder. If remainder is 4, then the dividend is

    36

    40

    12

    30

    None of these

  • Number System Problem-272:37

    Which one of the following is the minimum value of the sum of two integers whose product is 24?

    25

    11

    8

    10

    None of these

  • Number System Problem-283:01

    A number 18567332145x is divisible by 8. What can be the minimum value of x?

    9

    8

    4

    6

    5

  • Number System Problem-293:15

    The five digit number 7500A8 is divisible by 4. How many values of A are possible?

    0

    3

    5

    4

  • Number System Problem-301:25

    What is the product of smallest 15 whole numbers?

    1

    0

    25

    60

  • Number System Quiz 1

Requirements

  • Class 6
  • Grade 6
  • Studying in Class 6 or Grade 6

Description

Olympiad exams are the exams taken in the schools for improving the students' skills on a particular level. Through Olympiad exams, students can quickly analyze their strengths and weaknesses by performing in different examinations levels. No matter if the student is of grade 1 or grade 12, he/she is entitled to give the Olympiad exams. A student will improve their skills in various subjects like computer technology, mathematics, English, Science etc. In Olympiad exams, A student gets selected based on their reasoning and logical abilities.

They are perfect to test a students’ conceptual understanding of the subject.

Improves the students’ problem solving ability and challenges them to think analytically.

Prepares them for future competitive exams by testing a student’s aptitude as well as the knowledge of a particular subject.

Provides exposure to students at the national as well as international platforms.

Instills the quality of hard work in the students by pushing them to prepare hard for the exam and improve their result.

Students’ performance in school is also improved as Olympiads sharpen their thinking and learning process which helps them to grasp the concepts taught in schools better.

Syllabus Covered

  1. Number Systems

  2. Integers

  3. Fractions and Decimals

  4. Data Handling

  5. Simple Equations

  6. Line and Angles

  7. The Triangle and its Properties

  8. Congruence of Triangles

  9. Comparing Quantities

  10. Algebraic Expressions

  11. Exponents and Powers

  12. Mensuration (Perimeter and Area)

  13. Practical Geometry

  14. Symmetry

  15. Solid Shapes

Who this course is for:

  • Class 7 Students - CBSE Board
  • Class 7 Students - ICSE Board
  • Class 7 Students - IGCSE
  • Class 7 Students - State Boards
  • Anyone who is interested in Math Word Problems for Class 7