simplify 2x - [3y - {2x-(y-x)}]
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Answer:
5x-4y
Step-by-step explanation:
Given : Expression 2x-[3y-\{2x-(y-x)\}]2x−[3y−{2x−(y−x)}]
To find : Simplify the expression ?
Solution :
Step 1 - Write the expression,
2x-[3y-\{2x-(y-x)\}]2x−[3y−{2x−(y−x)}]
Step 2 - Solve the open bracket,
=2x-[3y-\{2x-y+x\}]=2x−[3y−{2x−y+x}]
=2x-[3y-\{3x-y\}]=2x−[3y−{3x−y}]
Step 3 - Solve the curly bracket,
=2x-[3y-3x+y]=2x−[3y−3x+y]
=2x-[4y-3x]=2x−[4y−3x]
Step 4 - Solve the close bracket,
=2x-4y+3x=2x−4y+3x
=5x-4y
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