Home
Class 8
MATHS
Given below is a magic square. Place the...

Given below is a magic square. Place the numbers `(70)/(95), (-21)/(-133), (25)/(95), (24)/(38)` in the appropriate squares so that sum in each row, column and diagonal is equal.

Hint: (Rewrite each rational number in its lowest term.)

Answer

Step by step text solution for Given below is a magic square. Place the numbers (70)/(95), (-21)/(-133), (25)/(95), (24)/(38) in the appropriate squares so that sum in each row, column and diagonal is equal. Hint: (Rewrite each rational number in its lowest term.) by MATHS experts to help you in doubts & scoring excellent marks in Class 8 exams.

Doubtnut Promotions Banner Mobile Dark
|

Topper's Solved these Questions

  • RATIONAL NUMBERS

    NCERT EXEMPLAR|Exercise Think and Discuss |1 Videos
  • RATIONAL NUMBERS

    NCERT EXEMPLAR|Exercise Exercise |84 Videos
  • PLAYING WITH NUMBERS

    NCERT EXEMPLAR|Exercise Think and Discuss |1 Videos
  • SQUARE - SQUARE ROOT AND CUBE-CUBE ROOT

    NCERT EXEMPLAR|Exercise Exercise |52 Videos

Similar Questions

Explore conceptually related problems

In a magic square,the sum of the numbers in each row,in each column and along the diagonal is the same.Is this a magic square?

In a magic square, the sum of the numbers in each row, in each column and along the diagonals is the same. Is this a magic square?

In a “magic square”, the sum of the numbers in each row, in each column and along the diagonal is the same. Is this a magic square? TABLE

In a magic square each row,column and diagonal have the same sum,then the values of A and B are

In a magic square each row,column and diagonal have the same sum.Check which of the following is a magic square.

In a magic square, each row.column and diagonal have the same sum. Check which of the following is a magic square.

Complete the magic square given below, so that the sum of the number in each row or in each column or along each diagonal is 15

Let A =[a_(ij)]_(3 xx 3) be a matrix whose elements are distinct integers from 1, 2, 3,...,9. The matrix is formed so that the sum of the numbers is every row, column and each diagonal is a multiple of 9. If number of all such possible matrices is lambda, then lambda is divisible by

Fill in the blank space of the following magic square so that the sum of the numbers in each row, each column and each of the diagonals is – 6. (i) In this magic square, sum of the numbers in every row, column and each of the diagonals is – 2. Fill in the blank:

Six X have to be placed in the squares of the figure given below such that each row contains at least one X. The number of ways in which this can be done is