S.K.NEET
The Chart of
Square and Square Roots
TYPE - 2
Question 1 :
Show that each of the following numbers is a perfect square. In each case find the number whose square is the given number:
(i) 1225
(ii) 2601
Formulae used :
Distance Formula to find distance between two points (x1,y1) and (x2,y2) is : D = √[(x2 – x1)2 + (y2 – y1)2 ].
Solution :
Sol. (i) Here x1 = 2, y1 = 3, x2 = 4 and y2 = 1
∴ The required distance
Classwork Questions
( R S Agarwal )
Q.1. Show that each of the following numbers is a perfect square. In each case find the number whose square is the given number:
(i) 1225
(ii) 2601
Answer
(i) 1225
(ii) 2601
Homework Questions
( R S Agarwal )
Q.1. Show that each of the following numbers is a perfect square. In each case find the number whose square is the given number:
(i) 1225
(ii) 2601
Answer
(i) 1225
(ii) 2601
CBSE Questions
Q.1. Show that each of the following numbers is a perfect square. In each case find the number whose square is the given number:
(i) 1225
(ii) 2601
Answer
(i) 1225
(ii) 2601
NCERT Questions
Q.1. Show that each of the following numbers is a perfect square. In each case find the number whose square is the given number:
(i) 1225
(ii) 2601
Answer
(i) 1225
(ii) 2601
Olympiad Questions
Q.1. Show that each of the following numbers is a perfect square. In each case find the number whose square is the given number:
(i) 1225
(ii) 2601
Answer
(i) 1225
(ii) 2601
MCQ Questions
Q.1. Show that each of the following numbers is a perfect square. In each case find the number whose square is the given number:
(i) 1225
(ii) 2601
Answer
(i) 1225
(ii) 2601
Fill in the blanks
Q.1. Show that each of the following numbers is a perfect square. In each case find the number whose square is the given number:
(i) 1225
(ii) 2601
Answer
(i) 1225
(ii) 2601