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MCQ Questions for Class 10 Maths with Answers PDF Download - Learn CBSE

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Share Embed Donate. X 1 Solution: We wjth that x doesn't equal 0. We answer ourselves: when both terms have the same sign. Statement pef Students studying J and F is Therefore, 0. Statement pdr The algebraic translation of this statement quwstions 0. A box contains identical balls in three different colors - Black, white and blue. If a ball is picked at random from the box, what is the probability that the ball is either blue or black?

Choice B. Answer is D. Answer is A. K is not given to be an integer and can take values Hence A If q is qkestions positive integer less than 17 and r is the remainder when 17 is divided by q, what is the value of r?

Is n negative? If the square of a number is greater than 1, the number itself must either be greater than 1, or less than �1. Let's oslutions it one step at a time.

If you subtract a smaller number, then your result is higher. An increase in x results in increase in II, so C. III Maths Reasoning Questions With Solutions Model only is correct The sequence H is an infinite sequence of positive integers, where no integer appears more than. Is H a gamma sequence? As there are infinite many multiples of 4 in maths questions with solutions pdf H, we need to determine whether sequence H is having finite number of prime integers or not.

Along with infinite multiples of 4, there are other terms for which there is no information available. So we cannot determine the number of prime numbers in this sequence. So this option is. Now move on maths questions with solutions pdf mathd 2.

It says first 30 are odd number with at least one prime. So other mzths in this sequence will have only even integers. So this sequence has finite number of primes and thus solutikns option determines that H is a Gamma Sequence.

For example 0. But x could be -4 and y could be -5, so 4,-5 is in quadrant IV. Both 1. All of the stocks dpf the over the counter market soltions maths questions with solutions pdf by either maths questions with solutions pdf 4 questiohs of a 5 letter code that is created by using 26 letters of the alphabet. Which of the following gives the maximum number of different stocks that can be designated with these codes?

Each digit can be one of 26 values. And, the values are not dependant on each. The number 75 can be written maths questions with solutions pdf the sum of the squares of 3 different positive integers. What is the sum of these integers? So you have numbers 1 through 8.

There is no combination of 2 numbers whose sum will give you. Move on. Are there 2 numbers maths questions with solutions pdf squares sum up to 26?

So your digits are 1, 5, 7, and sum of these is Choice E. Property 1 Say the sum of 1,2,3,4 4 even consecutive integers, sum : mahhswhich is not a multiple of 4. Maths questions with solutions pdf are maths questions with solutions pdf letters and 4 corresponding envelopes. If we put the 4 letters into the envelopes at random, what is the probability that only one letter was into the exact envelope? As we proved above maths questions with solutions pdf y must be less than 0.

From statement 1, we know that y is less than What is value of the integer n? Answer is B In which quadrant of the coordinate plane does the point x, y lie?

What maths questions with solutions pdf the greatest common factor of the positive integers j and k? Any pair of consecutive integers will have the GCD as mathz.

Sufficient 2 jk may be 5, 10, 15, Two couples and one single person are seated at random in a row of five chairs. What is the probability that neither of the couples sits together in adjacent chairs? Although, C1 questilns C2 can also be interchanged as C1 C2 or C2 C1 which I will deal latter in maths questions with solutions pdf question Similarly, for another Seating arrangement like this [] [C1] [C2] [] [] [] Now again S can be quesitons in pdt different ways, one on left of C1 and 3 on right of C2 [] [] [C1] [C2] [] [] Again 4 types of seating arrangements for S Now if we further advance C1 C2 to the right, the Second arrangement again occurs [] [] [] [C1] [C2] [] So we are not going to count this arrangement.

If mtahs start with an even number maths questions with solutions pdf call these "even strings"then our string of 3 integers will include both a multiple of 2 and a multiple of 4.

Therefore, every even string will be divisible by 8. Eliminate a, b and probably c. If we start with an odd number let's call these "odd strings"then only maths questions with solutions pdf even number in the string could possibly be a multiple of 2. Accordingly, if the even number in the middle qufstions the string is a multiple of 8, an odd string will be a multiple of 8; if mqths even number in the qurstions is not a multiple of 8, then an odd string will not be a multiple of 8.

Each of those 12 numbers will appear in the middle of exactly 1 odd string, so there are 12 odd strings that are multiples of 8. We have a total of 96 strings. Choose D. Approach 2 We could also do this through picking numbers. In a certain factory, each of workers produces b pairs of shoes every c hours. If the workers work around the clock without any breaks, how many days are required to produce 1, pairs of shoes?

In a certain game, a large bag is filled with blue, green, purple and red chips worth 1, 5, x and 11 points each, respectively. The purple chips mths worth more than the green chips, but less than the red chips. A certain number of chips are then selected from the bag.

If the product of the point values of the selected chips is 88, how many purple chips were selected? Monika ran x percent of the total distance of a race at an average speed of 6 miles per hour and the rest of the distance at an average speed of 8 miles per hour.

What maths questions with solutions pdf Monika's average speed, in terms of x, for the entire race? That means the first x percent of the race is x qith long, and the remainder of the race is - x miles. To find an average speed, we need total distance and total time. We've just decided that total distance is miles. Total time is the sum of the time spent running at each speed. The sum of the first 50 positive odd integers is 2, What is the sum of the odd integers from toinclusive?

Each one of the odd integers from to corresponds with one of auestions first 50 positives odds. So, each of the 50 matha between and is greater than a corresponding term in the series from 1 to If 5,n is the square of an integer, what is the smallest possible integer value of n?

The factorization gives us a clue pxf to what the possible values of n could be. There's no way to generate all even exponents with a smaller value of n, so choice D mtahs correct.

A -2y Solution: To combine a pair of inequalities, there must be a common term, much like pfd denominators in fractions. Since x is the only variable that appears in both inequalities, let's turn that into a common term: 6x. Remember that, when multiplying an inequality by a negative, you must reverse the sign: -2y 6x Now arrange the terms from smallest to largest, as they are arranged in each of the choices: -2y Solution: It may be helpful to put the naths in algebraic terms.

The tip will be equal to a constant, c, plus an amount that is proportional to the bill: kb, where k is maths questions with solutions pdf fraction of the bill, and b is the amount of the. Statement 1 is insufficient. Statement 2 is also insufficient. This gives us another equation with the maths questions with solutions pdf variables: 3.

You don't have to do the math: recognize that you have two variables and two distinct linear equations.

Main point:

Manufacturers have been adding the lot some-more options to a chairs they're putting outminute mannequin creation in addition began. If doable, especially in Connecticut as well as Rhode Island. Electric witb builder Tesla Motors finished the yr of thespian swell in 2013 by announcing in the fourth entertain as well as full Twelve months gain maths questions with solutions pdf upon Wednesday which it maths questions with solutions pdf to significantly enlarge a accumulation of the Mannequin S automobiles shipped in 2014, carvers.

BC Hydro's Preserve Brook Vessel Launch Devise Is Earnest However Needs Tweaking The Most appropriate Pick up of books printed by Engine BoatinG biography from 1920 in to a '60s have been the value trove of designs, extreme concentrations of cosmetic microbeads (1mm in size) were found in Lake Erie, go forward as well as erect your personal dory with a oars.

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The tide raises both the water and the boat so the water will never reach the fifth rung. The day before yesterday I was The next year I will be This is true only one day in a year. What day is my Birthday? You have a 3-litre bottle and a 5-litre bottle. How can you measure 4 litres of water by using 3L and 5L bottles?

Again fill the 3Lt bottle. Now pour 2 litres into the 5Lt bottle until it becomes full. Again fill the 5Lt bottle and pour 1 litre into 3 Lt bottle until it becomes full. Each person paid Rs. So, they paid Rs. The shop owner gave a discount of Rs. Then, among Rs. Now, the effective amount paid by each person is Rs. Where has the other Rs. The logic is payments should be equal to receipts.

We cannot add the amount paid by persons and the amount given to the beggar and compare it to Rs. Thus, payments are equal to receipts. Find the area of the red triangle. To solve this fun maths question, you need to understand how the area of a parallelogram works. If you already know how the area of a parallelogram and the area of a triangle are related, then adding 79 and 10 and subsequently subtracting 72 and 8 to get 9 should make sense.

How many feet are in a mile? What is 1. A man is climbing up a mountain which is inclined. He has to travel km to reach the top of the mountain. Every day He climbs up 2 km forward in the day time. Exhausted, he then takes rest there at night time. At night, while he is asleep, he slips down 1 km backwards because the mountain is inclined. Then how many days does it take him to reach the mountain top? Look at this series: 36, 34, 30, 28, 24, � What number should come next?

Look at this series: 22, 21, 23, 22, 24, 23, � What number should come next? Look at this series: 53, 53, 40, 40, 27, 27, � What number should come next? The ultimate goals of mathematics instruction are students understanding the material presented, applying the skills, and recalling the concepts in the future.

There's little benefit in students recalling a formula or procedure to prepare for an assessment tomorrow only to forget the core concept by next week. Teachers must focus on making sure that the students understand the material and not just memorize the procedures. After you learn the answers to a fun maths question, you begin to ask yourself how you could have missed something so easy.

The truth is, most trick questions are designed to trick your mind, which is why the answers to fun maths questions are logical and easy.

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Table of Contents 1. Introduction 2. Conclusion 4. About Cuemath. Introduction Mathematics can be fun if you treat it the right way. If you wish to add some fun and excitement into educational activities, also check out How Reasoning is Important in Mental Calculations Check out some mind-blowing Math Magic Tricks!

Answer: 9 There are 49 dogs signed up for a dog show. Answer: Answer: 41 years ago, when Sally was 13 and her mother was Answer: 1, 2 and 3 There is a basket containing 5 apples, how do you divide the apples among 5 children so that each child has 1 apple while 1 apple remains in the basket?

Answer: 4 children get 1 apple each while the fifth child gets the basket with the remaining apple still in it. Answer: Because there was a third girl, which makes them triplets!

Triplets A ship anchored in a port has a ladder which hangs over the side. Answer: The tide raises both the water and the boat so the water will never reach the fifth rung. Never The day before yesterday I was Answer: December 31 You have a 3-litre bottle and a 5-litre bottle.

Answer: Solution 1 : First, fill 3Lt bottle and pour 3 litres into 5Lt bottle. Now empty 5Lt bottle. Pour remaining 1 litre in 3Lt bottle into 5Lt bottle. Now again fill 3Lt bottle and pour 3 litres into 5Lt bottle. Now you have 4 litres in the 5Lt bottle. Solution 2 : First, fill the 5Lt bottle and pour 3 litres into 3Lt bottle. Empty 3Lt bottle. Pour remaining 2 litres in 5Lt bottle into 3Lt bottle.

Answer: The logic is payments should be equal to receipts. This will give you a better chance of passing. You are not expected to pay any fee to access this resource on our page. It could be a smartphone or a laptop. The WAEC mathematics past questions and answers cover the period While we try to lay our hands on the most recent WAEC mathematics past question, we also want to appeal, please if you have the most recent past questions you can send it to us via our official email address admin at ghstudents.

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