if 8, x, y, -3 are in AP then find the value of x + Y
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Answer:
- 1/2
Step-by-step explanation:
If these given terms are in A.P., then
Common Difference, d →
= x - 8 = y - x = - 3 - x
Now, we can write
→ x - 8 = - 3 - x
→ x + x = - 3 + 8
→ 2x = 5
→ x = 5/2
Also,
→ x - 8 = y - x
→ (5/2) - 8 = y - (5/2)
→ (5/2) + (5/2) - 8 = y
→ 5 - 8 = y
→ y = - 3
Now,
x + y = (5/2) + (- 3)
= (5/2) - 3
= (5 - 6)/2
= - 1/2
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