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Answer:

Let the number be x and x+1

According to the question

x+x+1=63

2x=62

x=31

x+1=31+1=32

So the two consecutive natural numbers are 31 and 32

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Let the two consecutive odd integers are 2x+1 and 2x+3

According to the question,

⇒ 2x+1+2x+3=76

⇒ 4x+4=76

⇒ 4x=72

⇒ x=

4

74

=18

So, one integer=2x+1=37

another one=2x+3=39

∴ The required two consecutive positive odd integers are 37 and 39.

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Step-by-step explanation:

Let the two consecutive positive odd integers be x and (x+2).

According to the question,

(x)+(x+2)

2x+2

2x =32

=32

=30

=15

Since x=15, then the other integer will be,

x+2=15+2

=17

∴ The two required consecutive positive odd integers whose sum is 32 are 15 and 17.

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