A settlement made with the aid of using a minor is frequently voidable, however a minor can most effective keep away from a settlement all through his or her minority popularity and for an inexpensive time after he reaches the age of majority. After an inexpensive length of time, the settlement is deemed to be ratified and cannot be avoided.
- Facts of the case: Sean, 17, a snowboarder, signs a long-term endorsement agreement for sportswear. At age 19, he wants to void the agreement by claiming that he lacked capacity when he signed the deal at 17.
- Rule of Law: Minor's Contracts are voidable at the option of Minor.
- Analysis: Since, Minor's Contract is voidable at the option of the Minor who Signs the Contact can either honor the contract or void the contract. A minor can void a contract for lack of capacity, only when he is still under the age of majority. If a minor turn 18 i.e., After attaining Majority and hasn't done anything to void the contract, then the contract can no longer be voided.
- Here, Sean has not done anything to void the contract on attaining the age of 18. So, he at the age of 19, cannot void the agreement by claiming that he lacked capacity when he signed the agreement at 17.
- Decision: Sean Vs. Sportswear Company: In the light of the above provisions, a Court will not permit Sean to now void the agreement.
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Answer:
A reduced time in debt
Explanation:
Gina intends to purchase that motorbike on credit. By making a down-payment, Gina is reducing the amount she needs to borrow to buy the bike.
A reduced loan amount means that Gina will require less to repay. It also implies that the interest to be paid will reduce. Making the down-payment helps Gina stay in debt for a short period.
Answer:
Estimated as Elastic Demand
Explanation:
Elastic demand is where a change in price causes a significant change in demand, therefore 20 hats to 15 hats can be considered significant and we can conclude that it's elastic demand.
Answer: 
Explanation:
If r is the number of successes out of n trials , then the sample proportion of success = 
For binomial experiment , if the population probability of success p on a single trial is not given , then the best point estimate for probability of success p on a single trial is the sample proportion of successes.
i.e. a point estimate for the probability of success p on a single trial :
Hence, a point estimate for the probability of success p on a single trial =
