Question: Support the conjecture inductively by showing three examples: 1. The product of an odd integer and an even integer is an odd integer. 2. Think

Support the conjecture inductively by showing three examples: 1. The product of an odd integer and an even integer is an odd integer. 2. Think of a number. Add it to 5, multiply 2 and then subtract 7. What is the result?3. The product of an odd number and its consecutive number is an even number. 4. Positive numbers whose last digit is zero is divisible by 10. 5. Multiply 3 to the difference of a number and seven. Then add the product of the same number and 5. Find the result

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