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2x[3x+5xy] find the product
divide [10x -25] ÷5?
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2x[3x+5xy] find the product divide [10x -25] ÷5?
Step 1: Expand the Expression
To find the product of 2x[3x + 5xy], we first need to distribute 2x across the terms inside the brackets.
- Multiply 2x by 3x:
- 2x * 3x = 6x^2
- Multiply 2x by 5xy:
- 2x * 5xy = 10xy^2
So, the expanded expression is:
- 6x^2 + 10xy^2
Step 2: Divide the Expression
Next, we will divide the expression [10x - 25] by 5.
- Start with the expression: 10x - 25
- Now divide each term by 5:
- 10x ÷ 5 = 2x
- -25 ÷ 5 = -5
Thus, the result of the division is:
- 2x - 5
Final Summary
- The product of 2x[3x + 5xy] is:
- 6x^2 + 10xy^2
- The result of [10x - 25] ÷ 5 is:
- 2x - 5
This methodical approach helps simplify and solve algebraic expressions effectively. Understanding these steps is crucial for mastering algebra concepts in Class 8.
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2x[3x+5xy] find the product divide [10x -25] ÷5?
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