Question

Find two consecutive odd integers that the sum of sum of four time the larger and twice the smaller is 194

Answer 1

Answer:let odd consecutive numbers be 2x+1,2x+3are smaller and larger numbers respectively,

A/Q

4*(larger no.)+2*(smaller no.) = 194

4*(2x+3) + 2*(2x+1) = 194

8x+12+4x+2 = 194

x = 15

therefore, Small no = 2x+1

=2*15+1=31

,Large number =2x+3

=2*15+3 = 33

The odd consecutive numbers are 31 and 33

Step-by-step explanation: