 # Practice Worksheet for Class 6 Maths algebra

In this page we have Practice Worksheet for Class 6 Maths algebra . Hope you like them and do not forget to like , social share and comment at the end of the page.
Topics of Use of variables in common rules,Expressions with variables,Using expressions practically,What is an equation?,Solution of an equation is deleted from this chapter as per rationalized syllabus. So you may ignore those questions

1. $10 x + 5 = 35$
2. $3 q + 1 > 1$
3. $9 p + 4 < 3$
4. $2 x + 5$
5. $x + 4 = 2$
6. $6 x + 3 = 2$
7. $4 y + 5 < 3$
8. $7 z + 4 = 3$
9. $x + 5 - 4=0$
10. $3 p = 30$
11. $7 x + 1 < 4$
12. $2 q > 4$
13. $x - 3 = 1$
14. $5+y = 2$
15. $a + 1 > 1$
16. $z + 2$
17. $b + 4< 1$
18. $x + 4 = 4$

(1) Equation
(2) Not an Equation
(3) Not an Equation
(4) Equation
(5) Equation
(6) Equation
(7) Not an Equation
(8) Equation
(9) Equation
(10) Equation
(11) Not an Equation
(12) Not an Equation
(13) Equation
(14) Equation
(15) Not an Equation
(16) Equation
(17) Not an Equation
(18) Equation

Question 2
True and False statement
1. x=-3 is the solution of he equation $x + 4 = 1$
2. 0 is the solution of the equation $x + 1 = 1$
3. x=20 is the solution of the equation $2 x + 5 = 25$
4. The three sides of the triangle are a,a,b. The perimeter of the triangle (a+b)
5. one-third of the variable plus 8 equals to one can be written as $\frac {x}{8} + 8 = 10$
6. Both the equation $x + 4 = 4$ and $x + 2 = 2$ have same solution
7. The equations $x + 1 = 0$ and $2x + 2 = 0$ have the same solution
8. The solution of the equation $x + 4 = 5$ is a natural number
9. x=1 is the solution of the equation is $4 x + 4 = 4$
10. In a equation LHS is equation RHS

(1) True
(2) True
(3) False
(4) False
(5) False
(6) True
(7) True
(8) True
(9) True ### Practice Question

Question 1 What is $\frac {1}{2} + \frac {3}{4}$ ?
A)$\frac {5}{4}$
B)$\frac {1}{4}$
C)$1$
D)$\frac {4}{5}$
Question 2 Pinhole camera produces an ?
A)An erect and small image
B)an Inverted and small image
C)An inverted and enlarged image
D)None of the above