Latham v. Aldrich
This text of 44 N.E. 137 (Latham v. Aldrich) is published on Counsel Stack Legal Research, covering Massachusetts Supreme Judicial Court primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Holmes, J.
This is an action for deceit in representing that a house stood on a lot numbered 56 on a plan, whereas the house was on the next lot, 55. On cross-examination the plaintiff admitted that he had bought 55, and was compelled- to tell the price he paid, which is the matter excepted to. It is said that his answer shows that by this latter purchase he had nearly or wholly made good his loss, and that the fact was liable to prejudice him with the jury. At the time the question was asked, the relations of all the parties who had anything to do with the lots were disputed and uncertain, and considerable latitude of cross-examination was proper to be allowed. What the answer would be was unknown. The judge stated expressly, that if, as turned out to be the fact, the plaintiff’s purchase was a matter entirely between him and the third person who made the deed, his having made a good bargain would not help the defendants. Thus, by'the very conditions on which the evidence was admitted, the jury were told to disregard it in the event which happened. We must assume that they followed the instruction. Sullivan v. Lowell & Dracut Street Railway, 162 Mass. 536, 538. See Oak Island Hotel Co. v. Oak Island Grove Co. 165 Mass. 260.
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Holmes, J.
This is an action for deceit in representing that a house stood on a lot numbered 56 on a plan, whereas the house was on the next lot, 55. On cross-examination the plaintiff admitted that he had bought 55, and was compelled- to tell the price he paid, which is the matter excepted to. It is said that his answer shows that by this latter purchase he had nearly or wholly made good his loss, and that the fact was liable to prejudice him with the jury. At the time the question was asked, the relations of all the parties who had anything to do with the lots were disputed and uncertain, and considerable latitude of cross-examination was proper to be allowed. What the answer would be was unknown. The judge stated expressly, that if, as turned out to be the fact, the plaintiff’s purchase was a matter entirely between him and the third person who made the deed, his having made a good bargain would not help the defendants. Thus, by'the very conditions on which the evidence was admitted, the jury were told to disregard it in the event which happened. We must assume that they followed the instruction. Sullivan v. Lowell & Dracut Street Railway, 162 Mass. 536, 538. See Oak Island Hotel Co. v. Oak Island Grove Co. 165 Mass. 260.
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" width="1224"/>
[161]*161It is unnecessary to inquire how the plaintiff could profit by a new trial in view of the defendants’ admitted belief that their representation was true, and the decision in Nash v. Minnesota Title Ins. & Trust Co. 168 Mass. 574, because we are of opinion that the exceptions disclose no ground for a new trial.
Exceptions overruled.
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Cite This Page — Counsel Stack
44 N.E. 137, 166 Mass. 156, 1896 Mass. LEXIS 101, Counsel Stack Legal Research, https://law.counselstack.com/opinion/latham-v-aldrich-mass-1896.