RonPurewal Wrote:Question 2:
If I don't flip statement number two, can I still add or subtract it?
Use a common-sense analogy again.
"- I want to buy an item that costs $50. (x = 50)
- I have a discount coupon worth less than $10. (y < 10)
- Therefore, when I take the discount (= subtract), the resulting price will be more than $40. (x - y > 40)
So, "=" minus "<" is actually ">".
EXTREMELY clear. Thanks a ton.
Let me test my knowledge at a random scenario -- am I on the right track?
Situation 1:
If bought a shoe for $50 (x=50)
My friend bought a shoe that is less than $100 (y<100)
The total amount will be less than 150 = x+y<150. Correct?
So to summarize this rule: Sum of equal and less than is less than. Correct?
Situation 2:
I paid someone $50(x=-50)
My friend was paid more than $10(y>10)
The total loss that we both will end up sharing is x+y<-40
So to summarize this rule: Sum of equal(although negative) and greater than will be less than. In this case, negative matters unlike your statement above. Is this correct?
You're absolutely right -- memorizing these so called rules seem rather ridiculous. But, solving this within two minutes without the rules would be rather challenging.