Question

ABCD is a rectangle. It's diognals meet at O . Find X if AO=4x+2 and OD=2x+6

Answer 1

Answer:

Hi there ! Answer is 2 ! Hope this helps !

Step-by-step explanation:

Since no value is given , we will solve this using simple equations

• AO = OD

We can prove this because diagonals in rectangles are equal , so their halves will also be equal

• 4x + 2 = 2x + 6

Now , we will group the variables first , so that we have numbers on one side and variables on other side , so it is easy for us to find .

2x sign is + , so when we bring it on left , it will become - ( minus )

• 4x - 2x + 2 = 6

Now , we will move 2 to right , its sign is + so it will become - (minus)

• 4x - 2x = 6-2

Now , we will subtract 2 from 6

• 4 x - 2x = 4

Now , we will subtract 2x from 4x

• 2x = 4

Now , we will move 2 from left to right , its sign is × so it will become ÷

• x = 4/2

Now , we will divide 4 by 2

• x = 2

So , we get the answer , x = 2

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(Sorry if I was wrong)