prove that if a positive integer is of the form 6q+5 then it is of the form 3q+2,for sum integer q but not conversely
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For some integer m,
6q + 5 = 3m + 2
=> 3m = 6q + 3
=> m = 2q + 1
=>
m = 2 for q = 1/2
m = 3 for q = 1
Thus, in fact, there are infinite values of m satisfying the given equation.
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For some integer m,
6q + 5 = 3m + 2
=> 3m = 6q + 3
=> m = 2q + 1
=>
m = 2 for q = 1/2
m = 3 for q = 1
Thus, in fact, there are infinite values of m satisfying the given equation.
please mark as brainliest thank you!!
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