NEED IT NOW!!!! Use the work shown below to solve. 1. Identify the operation in the equation. 2. Use inverse operations to solve. Subtraction property of equality 3/2 = k + 11/2 3/2 − 11/2 = k + 11/2 − 11/2 Addition property of equality 3/2 + (− 11/2) = k + 11/2 + (− 11/2) The solution is k = -7 -4 13/2 15/2

NEED IT NOW Use the work shown below to solve 1 Identify the operation in the equation 2 Use inverse operations to solve Subtraction property of equality 32 k 1 class=

Respuesta :

Answer:

-4

Step-by-step explanation:

3/2 = k + 11/2

Add  -11/2 to each side using the addition property  of equality

3/2 + -11/2 = k + 11/2+ -11/2

-8/2 = k

Simplify

-4 =k

Solution of k = -4 after applying the property of equality of addition and subtraction operation.

What is properties of equality?

"Properties of equality represents the relation between two equal quantities after applying any operation on left hand side same has to be applied on the right hand side to make the balance in the given equation."

According to the question,

(3 / 2) = k + (11 / 2)

Here given operation is addition,

Apply inverse operation of addition,

Case1: Subtract 11/2 from both the sides we have,

   (3 /2) - (11 / 2) = k + (11/ 2) - (11 / 2)

⇒ ( -8 /2) = k

k = -4

Case 2. Add  ( - 11 /2) to both the sides we have,

  ( 3/ 2) + ( -11 /2) = k +( 11 /2) + (-11/ 2)

⇒( -8 /2) = k

k = -4

Hence, solution of k = -4 after applying the property of equality of addition and subtraction.

Learn more about properties of equality here

https://brainly.com/question/13130806

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