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<h2>Answer:</h2>
- The smaller consecutive odd integer is: 5
- and the larger consecutive odd integer is: 7
Let the smaller odd integer be: a
then the larger odd integer which is consecutive to a will be: a+2
It is given that:
Seven times the first (smaller) of two consecutive odd integers is equal to five times the second (larger) integer.
This means that:
7 times of a is equal to 5 times of (a+2)
i.e.
( Since, by using the distributive property of multiplication)
i.e.
Hence, the smaller number is: 5
and the larger number is: 7
( Since a+2=5+2=7 )