Solve the Decimal Equation: Finding the Number in x - 0.1 = 0.6

Question

Fill in the missing value (?):

$?-0.1=0.6$

00:00 Identify which of the following answers is correct

00:03 Insert each of the potential answers into the expression in order to verify which of them is correct

00:07 Use vertical addition to calculate the problem

00:12 Insert one of the answers into the expression and proceed to calculate

00:24 We can see that the first option doesn't fit, let's move on to the second one

00:28 Let’s apply the same method as before and proceed to check

00:36 Insert one of the answers into the expression and calculate

00:53 We can see that the second option doesn't fit, let's move on to the third one:

00:57 Once again apply the same method as before and proceed to check

01:01 Insert one of the remaining answers into the expression and calculate

01:19 We can see that the third option doesn't fit, let's move on to the fourth one:

01:27 Apply the same method as before and proceed to check

01:33 Insert the remaining answer into the expression and proceed to calculate

01:44 We can see that the fourth option fits

01:49 This is the solution

To solve the equation $? - 0.1 = 0.6$ , follow these steps:

Step 1: The equation given is $? - 0.1 = 0.6$ .
Step 2: To isolate the variable $?$ , add $0.1$ to both sides of the equation.

This gives:

$? = 0.6 + 0.1$

$0.6 + 0.1 = 0.7$

Therefore, the missing value in the equation is $0.7$ .

This corresponds to choice 4, which is 0.7.

0.7