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Find out what comes next in the number series given below and answer the question Series 1) 1587, 1697, 1817, 1947, 2087, a Series 2) 716, 1012, 928, 800, 1140, b Series 3) 7, 14, 56, 448, c, 229376 Find value of [c – (a + b)]?

Find out what comes next in the number series given below and answer the question Series 1) 1587, 1697, 1817, 1947, 2087, a Series 2) 716, 1012, 928, 800, 1140, b Series 3) 7, 14, 56, 448, c, 229376 Find value of [c – (a + b)]? Correct Answer 4343

Calculation:

Considering the given series 1

1587, 1697, 1817, 1947, 2087, a

The logic of the given series can be explained as

1587 + 110 = 1697

1697 + 120 = 1817

1817 + 130 = 1947

1947 + 140 = 2087

2087 + 150 = 2237

⇒ a = 2237

Considering the given series 2

716, 1012, 928, 800, 1140, b

The logic of the given series can be explained as

Alternate addition of 212 followed subtraction of 212

716 + 212 = 928

1012 - 212 = 800

928 + 212 = 1140

800 - 212 = 588

⇒ b = 588

Considering the given series 1

7, 14, 56, 448, c, 229376

The logic of the given series can be explained as

7 × 2 = 14

14 × 4 = 56

56 × 8 = 448

448 × 16 = 7168

7168 × 32 = 229376

⇒ c = 7168

Value of = ?

⇒ 7168 – (2237 + 588)

⇒ 4343

∴ Value of is 4343

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