evaluate using identities 103*97
Answers
Answered by
29
Hey friend,
Here is the answer you were looking for:
103 × 97
We can write it as
(100 + 3) × (100 - 3)
= (100 + 3)(100 - 3)
Using the identity :

Putting x = 100
and y = 3

Hope this helps!!
If you have any doubt regarding to my answer, feel free to ask in the comment section or inbox me if needed.
@Mahak24
Thanks...
☺☺
Here is the answer you were looking for:
103 × 97
We can write it as
(100 + 3) × (100 - 3)
= (100 + 3)(100 - 3)
Using the identity :
Putting x = 100
and y = 3
Hope this helps!!
If you have any doubt regarding to my answer, feel free to ask in the comment section or inbox me if needed.
@Mahak24
Thanks...
☺☺
Answered by
3
Step-by-step explanation:
103×97
(100 + 3)(100 – 3)
100²– 3²
10000-9
9991
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