The square of a number of the form 5 + a is equal to
5(5 + 2a) + a2
(25 + a) + 100 + a2
(25 + a) × 100 × a2
(25 × a) + 100 + a2
(5 + a)2 = 52 + 2 × 5 × a + a2
= 25 + a2 + 10a
= 25 + 10a + a2
= 5(5 + 2a) + a2
The square of a number of the form abc.......5 has the number ________ before 25.
Consider the following calendar.
The Nine numbers form a square as shown below.
The difference between the product of the diagonal numbers will be equal to
The top surface of a sweet is in the form of a parallelogram. Length of the base is equal to 4 cm and the height is equal to 3 cm. Find the area of the top surface which is in the form of a parallelogram.