Question 5
Observe the following pattern and supply the missing numbers.

${11}^2=121{101}^2=10201{10101}^2=102030201{1010101}^2=.........................{.}^2=10203040504030201$

Q.

Question 5
Observe the following pattern and supply the missing numbers.

${11}^2=121{101}^2=10201{10101}^2=102030201{1010101}^2=.........................{.}^2=10203040504030201$

Q. Observe the following pattern and supply the missing number.
${11}^2=121$
${101}^2=10201$
${10101}^2=102030201$
${1010101}^2=................$
$.............{.}^2=10203040504030201$

Q. Observe the following pattern and supply the missing numbers.
${11}^2=121$
${101}^2=10201$
${10101}^2=102030201$
${1010101}^2=1020304030201$
$............{.}^2=10203040504030201$

Q.

Observe the following pattern and find the missing numbers. 11² = 121

101² = 10201

1001² = 1002001

100001² = 1 …….2………1

10000001² = …………………….. [3 marks]

Q.

Question 4
Observe the following pattern and find the missing digits.

${11}^2=121{101}^2=10201{1001}^2=1002001{100001}^2=\mathrm{1....2....1}{10000002}^2=\mathrm{1...........}$