The first three terms of an AP respectively are 3y - 1, 3y +5 and 5y +1. Then y equals
A
-3
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B
4
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C
5
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D
2
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Solution
The correct option is C
5
The first three terms of an AP are 3y - 1, 3y +5 and 5y +1, respectively. We need to find the value of y. We know that if a,b and c are in AP, then : b - a = c - b ⇒ 2b = a + c ∴2(3y+5)=3y−1+5y+1 ⇒6y+10=8y ⇒10=8y−6y ⇒2y=10 ⇒y=5 Hence the correct option is C.