NCERT Exemplar Solutions
Class 6 - Mathematics - Unit 1: Number System - Problems and Solutions
Question 185

Question. 185

Determine the sum of the following: (a) successor of 32, (b) predecessor of 49, (c) predecessor of the predecessor of 56, (d) successor of the successor of 67.

Answer:

\(204\)

Detailed Answer with Explanation:

Step 1: Know the words

  • Successor = the next number. (n \rightarrow n+1)
  • Predecessor = the previous number. (n \rightarrow n-1)

Step 2: Find each value

  1. (a) Successor of (32)

    (32+1=33)

  2. (b) Predecessor of (49)

    (49-1=48)

  3. (c) Predecessor of the predecessor of (56)

    First predecessor: (56-1=55)

    Second predecessor: (55-1=54)

  4. (d) Successor of the successor of (67)

    First successor: (67+1=68)

    Second successor: (68+1=69)

Step 3: Add all four answers

(33+48=81)

(81+54=135)

(135+69=204)

Final sum = (204)

NCERT Exemplar Solutions Class 6 – Mathematics – Unit 1: Number System – Problems and Solutions | Detailed Answers