if two integers are a and b,then which of the following may not be an integer? Solve with formula.
(a) a+b
(b)a-b
(c)a×b
(d)a÷b
Answers
Answer:
d) a/b
Step-by-step explanation:
d) a/b
Step-by-step explanation:
Dividing one integer by another integer may or may not give remainder
so a/b is not found to be an integer
Answer:
integres are numbers such that 2356 3464244 0
integres are numbers such that 2356 3464244 0 not fractional
integres are numbers such that 2356 3464244 0 not fractional
integres are numbers such that 2356 3464244 0 not fractional we know 2×3=6. always integer
integres are numbers such that 2356 3464244 0 not fractional we know 2×3=6. always integer but 2 divide 3 not an integer it comes out to be fractional
integres are numbers such that 2356 3464244 0 not fractional we know 2×3=6. always integer but 2 divide 3 not an integer it comes out to be fractionalthese all binary operation on integers give an integer
remember this
# addition ,subtractiin, multiplication,lcm,hcf,
# but divide , square root ,cube root not necessarily give an integer number
intger can be negative but not fracional
your answer is ( d ) a÷b