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() (i)
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Q. () (i)
- Simplify expression inside parentheses: First, let's simplify the expression inside the parentheses and the fraction: becomes .
- Calculate first set of operations: Now, calculate which is , giving us .
- Simplify second set of parentheses: Next, simplify the second set of parentheses: becomes .
- Calculate second set of operations: Calculate which is , giving us .
- Combine results of first expression: Now, we have the simplified expression: .
- Simplify expression inside parentheses: Add and subtract in order from left to right: is , and then is .
- Calculate final result: For the second expression, simplify inside the parentheses: becomes and becomes .
- Calculate final result: For the second expression, simplify inside the parentheses: becomes and becomes .Now, we have the simplified expression: .
- Calculate final result: For the second expression, simplify inside the parentheses: becomes and becomes .Now, we have the simplified expression: .Subtracting a negative is like adding a positive, so becomes .
- Calculate final result: For the second expression, simplify inside the parentheses: becomes and becomes .Now, we have the simplified expression: .Subtracting a negative is like adding a positive, so becomes .Calculate which gives us .
- Calculate final result: For the second expression, simplify inside the parentheses: becomes and becomes .Now, we have the simplified expression: .Subtracting a negative is like adding a positive, so becomes .Calculate which gives us .Now, we have the results of both expressions: and .
- Calculate final result: For the second expression, simplify inside the parentheses: becomes and becomes .Now, we have the simplified expression: .Subtracting a negative is like adding a positive, so becomes .Calculate which gives us .Now, we have the results of both expressions: and .Finally, add the results of the two expressions together: .
