evaluate 96×104using (a+b)(a_b)
Answers
Answered by
3
We know that,
(a+b) ( a - b) = a² - b²
96 × 104
= ( 100 - 4 ) ( 100 + 4 )
= ( 100² - 4²)
= ( 10,000 - 16)
= 9984
Therefore, 96 * 104 = 9984 .
Hope helped :)
(a+b) ( a - b) = a² - b²
96 × 104
= ( 100 - 4 ) ( 100 + 4 )
= ( 100² - 4²)
= ( 10,000 - 16)
= 9984
Therefore, 96 * 104 = 9984 .
Hope helped :)
Answered by
3
Answer:
9984
Step-by-step explanation:
To evaluate : 96 × 104
We know that,
- 96 can be written as ( 100 - 4 )
- 104 can be written as ( 100 + 4 )
So we can write ( 96 × 104 ) as :
⇒ ( 100 - 4 ) × ( 100 + 4 )
This is of the form ( a + b ) ( a - b ), which is ( a² - b² )
So, ( 100 + 4 ) ( 100 - 4 ) = 100² - 4²
⇒ 10000 - 16
⇒ 9984
Hence this is the required answer !!
Similar questions