..........+..........+..........= 30 (1,3,5,7,9,11,13,15) you can also repeat the numbers

Asked by Last Modified  

Follow 17
Answer

Please enter your answer

Maths Tutor

9+11+(11-1)
Comments

Tutor

1) 13+11+3!
Comments

Math Tutor

11+3!(1*2*3=6)+13=30
1 Comments

Chemistry Expert

There are number of solution First:- ......+15+15 =30 Left one space blank. second: We can use the dotted lines considering as decimals and can solve above problem.
Comments

Tutor

3⌋+11+13 15+13+(3-1) 15+11+(5-1) 15+9+(7-1) 15+7+(9-1)
Comments

Math Maker

The answers are only odd numbers and if you add three odd numbers, the answer will again be an odd number. So, 30 will not come in any combination.
1 Comments

Not possible
Comments

No solution because three odd numbers always gives odd number when added
Comments

Teacher

11+9+(7+3)
Comments

Tution for science subjects

Sum of 3 odd nubers is always odd
Comments

View 11 more Answers

Related Questions

9.Find the median for a frequency distribution, where mode is 7.887.88 and mean is 8.328.32.
To find the median for a frequency distribution, we need to use the relationship between the mean, median, and mode in a symmetrical distribution. In a symmetrical distribution: The mean, median, and...
Profile Photo
Rema
0 0
View Comments7
How much should I study in class ix?
One should study rigorously for class 9 , especially maths,in order to lay a strong foundation for way ahead.Infact, if more efforts are put in 9th, 10th just becomes an extended tenure of study.
Profile Photo
Piyush
0 0
View Comments8
What do you mean by Statistics?
Statistics deals with the collection, classification, analysis, and interpretation of numerical facts or data, and that, by use of mathematical theories of probability, imposes order and regularity on...
Profile Photo
Nilesh
Should I go to tuition or coaching in class 10?
Yes of course you must go
Profile Photo
Jayashree
If m and n are odd positive integers, then m2 + n2 is even, but not divisible by 4. Justify.
Since m is odd positive integer then we can write m=2a+1 and n=2b+1, such that a,b >0 m2+n2=(2a+1)^2+(2b+1)^2 = 4a^2+1+4a+4b^2+1+4b = 4a^2+4b^2+4a+4b+2 = 2(2a^2+2b^2+2a+2b+1) Above eqn is divisible by 2 but not divisible by 4.
Profile Photo
Sweetu
0 0
View Comments5

Now ask question in any of the 1000+ Categories, and get Answers from Tutors and Trainers on UrbanPro.com

Ask a Question

Related Lessons




Let's take a look at Polynomials.
A polynomial is a mathematical expression consisting of variables (like (x)) and coefficients (numbers), combined using addition, subtraction, and multiplication, where variables are raised to non-negative...
Profile Photo

Recommended Articles

Raghunandan is a passionate teacher with a decade of teaching experience. Being a skilled trainer with extensive knowledge, he provides high-quality BTech, Class 10 and Class 12 tuition classes. His methods of teaching with real-time examples makes difficult topics simple to understand. He explains every concept in-detail...

Read full article >

Swati is a renowned Hindi tutor with 7 years of experience in teaching. She conducts classes for various students ranging from class 6- class 12 and also BA students. Having pursued her education at Madras University where she did her Masters in Hindi, Swati knows her way around students. She believes that each student...

Read full article >

Mohammad Wazid is a certified professional tutor for class 11 students. He has 6 years of teaching experience which he couples with an energetic attitude and a vision of making any subject easy for the students. Over the years he has developed skills with a capability of understanding the requirements of the students. This...

Read full article >

Quest Academy is a professional Bangalore based NEET and JEE (Main + Advanced) training institute. The academy was incorporated in 2015 to cater to the needs of students, who aim to crack competitive exams by connecting with the best brains around. The institute helps students enhance their skills and capabilities through...

Read full article >

Looking for Class 10 Tuition ?

Learn from the Best Tutors on UrbanPro

Are you a Tutor or Training Institute?

Join UrbanPro Today to find students near you