using suitable identity find
1. (10.8)
2. (997)²
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Answered by
1
Answer:
Answer
Using (a+b)
2
=a
2
+2ab+b
2
We can write (10.2)
2
=(10+0.2)
2
= (10)
2
+2(10)(0.2)+(0.2)
2
= 100+4+0.04
Hence the answer is 104.04
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Answered by
0
1). (997)2
= (1000−3) 2
= (1000) 2 −2×1000×3+(3) 2
= (1000) 2 −2×1000×3+(3) 2 [Using, (a−b) 2 =a2 −2ab+b2]
= (1000) 2 −2×1000×3+(3) 2 [Using, (a−b) 2 =a2 −2ab+b2] = 1000000−6000+9
= (1000) 2 −2×1000×3+(3) 2 [Using, (a−b) 2 =a2 −2ab+b2] = 1000000−6000+9 = 1000009−6000
= (1000) 2 −2×1000×3+(3) 2 [Using, (a−b) 2 =a2 −2ab+b2] = 1000000−6000+9 = 1000009−6000= 994009 ans :-
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