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Sunday, September 22, 2019

2nd Take Home Exam Essay Example | Topics and Well Written Essays - 500 words

2nd Take Home Exam - Essay Example The doctrine of promissory estoppel is a policy that allows the recovery of a promise made without considering that it will be enforceable (Clarkson 249). The promisee may encounter losses or suffering in the process of ensuring that he gets the promise. This discussion uses a case study where Cato promised Isabella $40,000 after she graduates from State College. Cato fails to honour his promise and claims not to remember promising her the money. Isabella has a right of demanding the money that Cato promised her. The doctrine of promissory estoppel gives her the right to demand that Cato fulfills his promise. Isabella relied on Cato’s promise to complete her university education. The following issues compel Cato to give Isabella the money. First, Cato’s promise was clear and definite, and this means that he knew what he was doing when he promised her the money. Cato wanted Isabella to complete her university education and graduate. Therefore, promised her the money to encourage her to complete her studies. Isabella and Cato understood the promise and thus it is legally binding for him to give her the money. Secondly, Isabella had adequate reasons to rely on the promise to complete her university education. It is necessary to explain that she would not have gone back to school if Cato did not promise her the money. Therefore, she was justified to rely on the promise because she hoped to use the money after gradu ating. Therefore, she perceived the promise to be an economic gate to success. Thirdly, Cato knew that Isabella would rely on his promise to complete her university education. She was sure that Cato would honour his promise and give her the money, and that is why she went to school without doubting Cato’s promise. This doctrine states that the promiser has an obligation of honouring a promise if he knows that the promise will influence the behaviour of the receiver (Clarkson 248). Therefore,

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