At first glance, IMO sample papers for class 7 can seem a little intimidating, don't they? During the Olympiad, you'll be tested on your analytical skills, fundamentals, and way of thinking. Many 'Math Olympiads' conducted by businesses in our country are "tougher" than school tests and exams.
There's nothing better than thinking quickly on your feet, especially with limited time. Second, you might get negative marks for incorrect answers, so it might be better to leave the question instead of filling it out. Answers to some questions may vary.
There's more to math Olympiad preparation than that. To reach your full potential, you must solve quality math olympiad questions for class 7 and find out where you're weak. The Internet has a lot of low-quality resources.
The Math olympiad class 7 isn't all about practicing problems. If you're serious about it, you'll want to study issues with questions similar to past exams. During preparation, don't watch TV or use your phone. Make sure you have all your IMO sample papers for class 7 in advance, so you don't have to stop in the middle. Rather than falling asleep on your bed, sit at a desk.
As you solve problems, write down the answers you got wrong. Review them again after a while and figure out why you made a mistake. That way, you'll be able to clarify your doubts.
LEARN BY DOING
Free Math Olympiad Questions for Class 7
10 questions to build confidence. Choose an answer, then explore the explanation.
01
Which of the following is an example of an integer?
Show answer & explanation
The answer key for this sample question is not available yet.
02
If the cone was sliced through the middle, perpendicular to its base, which two-dimensional shape would be viewed from the side?
Show answer & explanation
The answer key for this sample question is not available yet.
03
On a number line, the numbers located furthest to the have the greatest value.
Show answer & explanation
The answer key for this sample question is not available yet.
04
Given p = {2,3,4}, what is the number of subsets in P?
Show answer & explanation
The answer key for this sample question is not available yet.
05
Simplify the following expression:x + x + x
Show answer & explanation
The answer key for this sample question is not available yet.
06
An architectural drawing of a building shows the elevation of the basement floor to be –12 feet. The elevation of the roof is 32 feet. What is the total distance in feet from the roof to the basement floor?
Show answer & explanation
Answer: A. 44
Distance from -12 to 32 is 44 feet.
07
You buy a T-shirt at the fair that costs $12.00. Tax is 7%. How much money do you owe?
Show answer & explanation
Answer: B. $12.84
Tax is 7% of $12, which is $0.84. Total cost = $12.84.
08
A football team lost 3 yards on their first play. On the second play, 10 yards were gained. On the third play the quarterback got tackled behind the line of scrimmage and lost 6 yards. What was their net gain or loss after the three plays?
Show answer & explanation
Answer: B. +1 yd.
-3 + 10 - 6 = +1.
09
If you add -3/4 and -2/8, where would your answer be on the number line?
Show answer & explanation
The answer key for this sample question is not available yet.
10
What 2 dimensional shape would be created by slicing this cylinder horizontally?
Show answer & explanation
The answer key for this sample question is not available yet.
CHOOSE YOUR NEXT TOPIC
Math chapters for Class 7
Explore a chapter to review its concepts and try focused questions.
The term decimal refers to the number system that helps in expressing the fraction & whole numbers. The number present in the decimal consists of a ‘.’ symbol in it. In comparison, the term fraction refers to a number system always presented in the form of a / b.
When we have to convert the decimal number to a fraction, we have to remove the dot, i.e., 1.5 is a decimal number, and when we convert it into a fraction, it will be 15/10, i.e., 3/2. Or 2.5 is a decimal number, whereas 25/10 is a fraction. And it is equal to 5/2.
The term exponents refer to the expanded form of a number, such as 2 x 2 x 2 x 2. At the same time, power refers to a short version of that expanded form, such as 2^4. This whole expression,i.e., 2^4, is called the power.
The term algebraic expression refers to the expressions available in the form of variables. These are the complete set of operations, including addition, multiplication, division, and subtraction. Example 2x + 5 is known as an algebraic expression.
The term simple linear equation refers to the expression that includes the different sets like variable, constant, and operations.
These operations include multiplication, addition, and other terms. The term variable consists of the symbols not present in the fixed values. Example: 2x + 5, in this x is known as the variable.
Every day, we are faced with the challenge of comparing two quantities. It could be height, weight, salary, grade, and so on. If two quantities are to be compared, their units need to be the same.
Comparing quantities refers to a quantitative relationship between two quantities that reflects their relative size. This is simply a method for comparing the quantities.
Triangle is a three-figure term that is a closed figure.
It consists of three sides, angles, and vertices. We can see that triangles are of different types. All these types of triangles vary from one another.
Rational numbers are the number set that includes many numbers in the form of p/q, in which q is not equal to 0. This set of numbers, whether natural numbers, whole numbers, integers, or any.
The term perimeter refers to the coverage of the length of a figure from the outside. At the same time, the area is known as the object's surface. For different sets of figures, there are different formulas.
The term data handling includes various terms like a collection of data, range, frequency, mean, median and mode. The collection of data will make everything clear. But before the collection of data, we must need specific details about the concept.
Suppose we collect the data of class students, then we must know their actual performance. And how they deal with it.
Visualising solid shapes consist of 2D and 3D shapes. These shapes are the different sets that include faces, edges, and vertices. Some examples of solid shapes are cube, cylinder, cuboid, cone, sphere, etc.