Question

among the following perfect square numbers find the missing number 12544 ,12769 _______

a.12996
b.12981
c.12994
d.12000​

Answer 1

Answer:

a.12996

Step-by-step explanation:

$\sqrt{12544} = 112 \\ \sqrt{12769} = 113 \\ difference = 1 \\ 113 + 1 = 114 \\ 114 \times 114 = 12996$

Answer 2

a.12996

a.12996Step-by-step explanation:

a.12996Step-by-step explanation:{12544} = 112 {12769} = 113 difference = 1

a.12996Step-by-step explanation:{12544} = 112 {12769} = 113 difference = 1 113 + 1 = 114 114 \times 114 = 12996

a.12996Step-by-step explanation:{12544} = 112 {12769} = 113 difference = 1 113 + 1 = 114 114 \times 114 = 1299612544

a.12996Step-by-step explanation:{12544} = 112 {12769} = 113 difference = 1 113 + 1 = 114 114 \times 114 = 1299612544

a.12996Step-by-step explanation:{12544} = 112 {12769} = 113 difference = 1 113 + 1 = 114 114 \times 114 = 1299612544 =112

a.12996Step-by-step explanation:{12544} = 112 {12769} = 113 difference = 1 113 + 1 = 114 114 \times 114 = 1299612544 =11212769

a.12996Step-by-step explanation:{12544} = 112 {12769} = 113 difference = 1 113 + 1 = 114 114 \times 114 = 1299612544 =11212769

a.12996Step-by-step explanation:{12544} = 112 {12769} = 113 difference = 1 113 + 1 = 114 114 \times 114 = 1299612544 =11212769 =113

a.12996Step-by-step explanation:{12544} = 112 {12769} = 113 difference = 1 113 + 1 = 114 114 \times 114 = 1299612544 =11212769 =113difference=1

a.12996Step-by-step explanation:{12544} = 112 {12769} = 113 difference = 1 113 + 1 = 114 114 \times 114 = 1299612544 =11212769 =113difference=1113+1=114

114×114=12996