If a + b = 12 and ab = 35, then (a − b)2 =
2
4
16
20
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Given,
a + b = 12 and ab = 35
Using identity,
⇒ (a + b)2 - (a - b)2 = 4ab
⇒ (a − b)2 = (a + b)2 - 4ab
⇒ (a − b)2 = (12)2 - 4(35)
⇒ (a − b)2 = 144 - 140
⇒ (a − b)2 = 4
Hence, Option 2 is the correct option.
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Write down the following products:
(2y - 3)(3y - 5)
(3a2 - b2)(2a2 + 5b2)
If a + b = 16 and a − b = 2, then ab =
48
56
63
65