I'd say yes it is. A house buying analogy is enough for someone to intuitively understand options. Imagine you wanted to buy a house but only if the new best school is built. You may try to get a contract from the home owner stating that you have the option to purchase the house on or before the date specified in the contract (the date of the opening of the school). The home owner doesn't want to do this for free, however, because they could sell the house immediately to someone less picky and the market could go down.
They charge you a premium for the privilege of holding the contract. The home owner is betting your condition (the new best school being built) doesn't happen because the city is also thinking about building the new highway. Additionally, if it does happen, they have secured a price on their home in the event it may go down. If they are right, they keep your premium and you didn't have to move in. You paid a small fee for the right, but not the obligation to purchase the house. It benefits you because you didn't want to own the house without the school being built (your kids are very talented and you only want the best for them). It benefits the home owner because not only did they collect a small sum from you for writing a contract, they protected their asset from a perceived drop in home value (maybe because the school will bring more riff raff to the neighborhood).
Of course this analogy is simple (it can also be used to describe a future with some small modification). From this analogy it's a relatively small step to understand a vertical spread, and from there combinations of verticals (iron flys, iron condors, etc). Calendars might take a little more thinking, and based on the analogy above straddles and their family of spreads should be relatively straightforward as well.