multiply
�ã7(�ã10-�ã6)
so would this be �ã70-�ã42
To multiply the expression �ã7(�ã10-�ã6), you need to apply the distributive property. This property states that when you multiply a number by a sum or difference inside parentheses, you need to multiply the number by each term inside the parentheses.
Let's break it down step-by-step:
1. Start with the innermost parentheses: �ã10-�ã6. The subtraction operation inside the parentheses should be handled first. However, since both terms have the square root symbol, we cannot subtract them directly.
In this case, you can simplify the expression by performing the subtraction by considering each term separately.
- �ã10 - �ã6 does not have a simple result since the square root of 10 and the square root of 6 are not like terms, so you leave it as is.
2. Now, you can multiply the result from step 1 by �ã7:
�ã7(�ã10-�ã6) = �ã7 * (�ã10-�ã6).
Applying the distributive property, you multiply �ã7 by each term inside the parentheses.
�ã7 * �ã10 = �ã70
�ã7 * �ã6 = �ã42
Therefore, the final result is �ã70 - �ã42:
�ã7(�ã10-�ã6) = �ã70 - �ã42.