Write the following equation as statement: x 2 + 5 = 10

Given, x 2 + 5 = 10 Let us consider the function in left hand side. x 2 + 5 According to the function, we need to divide 2 from the unknown number x , then add 5 to the quotient. Now, consider the right hand side of the equal sign. Thus, we get If we add 5 to the half of x , we get the result as 10 . Hence, statement of the given equation is 5 added to the half of the number gives 10 .

Write the following equation as statement: x 2 + 5 = 10

Given, x 2 + 5 = 10 Let us consider the function in left hand side. x 2 + 5 According to the function, we need to divide 2 from the unknown number x , then add 5 to the quotient. Now, consider the right hand side of the equal sign. Thus, we get If we add 5 to the half of x , we get the result as 10 . Hence, statement of the given equation is 5 added to the half of the number gives 10 .

In the table below, which of the operations - addition, subtraction, multiplication or division will be carried out on both sides of the equation so that the value of x is obtained. Fill in the table. Equation Which operation would remove the constant from the variable's side Equation after the operation Value of x after the equation is solved x - 5 = 7

Given, Equation Which operation would remove the constant from the variable's side Equation after the operation Value of x after the equation is solved x - 5 = 7 Here, the equation is x - 5 = 7 Now, to remove the constant from the variable's side we need to add 5 to both the sides of the equation. Thus, we get x - 5 + 5 = 7 + 5 ⇒ x = 12 Thus, the complete table is, Equation Which operation would remove the constant from the variable's side Equation after the operation Value of x after the equation is solved x - 5 = 7 We need to add 5 to both the sides x - 5 + 5 = 7 + 5 x = 12

In the table below, which of the operations - addition, subtraction, multiplication or division will be carried out on both sides of the equation so that the value of x is obtained. Fill in the table. Equation Which operation would remove the constant from the variable's side Equation after the operation Value of x after the equation is solved 2 x = 6

Given, Equation Which operation would remove the constant from the variable's side Equation after the operation Value of x after the equation is solved 2 x = 6 Here, the equation is 2 x = 6 Now, to remove the constant from the variable's side we need to divide 2 from both the sides of the equation. Thus, we get 2 x 2 = 6 2 ⇒ x = 3 Thus, the complete table is, Equation Which operation would remove the constant from the variable's side Equation after the operation Value of x after the equation is solved 2 x = 6 We need to divide 2 from both the sides 2 x 2 = 6 2 x = 3

EASY

6th Chhattisgarh Board

IMPORTANT

Earn 100

Write the following equation as statement:

$\frac{x}{2} + 5 = 10$

Important Questions on Equations

EASY

6th Chhattisgarh Board

IMPORTANT

MATHEMATICS CLASS - 6>Chapter 14 - Equations>EXERCISE 14.1>Q 4

Write the following equation as statement:

$38 - 2 x = 4$

MEDIUM

6th Chhattisgarh Board

IMPORTANT

MATHEMATICS CLASS - 6>Chapter 14 - Equations>ACTIVITY 3>Q 2