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Using factorization, the expression a² + ab = ?
- a)a² + ab
- b)a + ab²
- c)a² (a + (b))
- d)a (a + (b))
Correct answer is option 'D'. Can you explain this answer?
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Using factorization, the expression a² + ab = ?a)a² + abb)a ...
**Factorization of the expression a ab**
To factorize the given expression, we need to find the common factors between the terms.
The expression a ab can be rewritten as a * (1 b).
**Explanation of each step:**
1. The given expression is a ab.
2. We can rewrite ab as a * b.
3. Now we have a common factor of 'a' in both terms.
4. So, we can factorize a * (1 b).
**Simplified expression:**
The factorization of the expression a ab is a * (1 b).
Therefore, the correct answer is option D, which is a * (a b).
To factorize the given expression, we need to find the common factors between the terms.
The expression a ab can be rewritten as a * (1 b).
**Explanation of each step:**
1. The given expression is a ab.
2. We can rewrite ab as a * b.
3. Now we have a common factor of 'a' in both terms.
4. So, we can factorize a * (1 b).
**Simplified expression:**
The factorization of the expression a ab is a * (1 b).
Therefore, the correct answer is option D, which is a * (a b).
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Using factorization, the expression a² + ab = ?a)a² + abb)a ...
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Using factorization, the expression a² + ab = ?a)a² + abb)a + ab²c)a² (a + (b))d)a (a + (b))Correct answer is option 'D'. Can you explain this answer?
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