Arstein v. Union Bank
This text of 364 P.2d 33 (Arstein v. Union Bank) is published on Counsel Stack Legal Research, covering California Supreme Court primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
McCOMB, J.
This is an appeal from a portion of a judgment determining that the entire estate of appellant’s husband, who died July 10, 1958, was his sole and separate property.
Facts: Meyer A. Arstein and appellant were married in Illinois in 1951. They moved to California the same year and resided here continuously until he died July 10, 1958.
Decedent’s will left a bequest to appellant. She filed a petition for a determination of the nature and extent of the property in the estate, so that she could make an intelligent election whether to take under the will or to take her community property interest by law.
The trial court made the following findings: (1) decedent’s net worth at the time of marriage was at least $438,918.93; (2) aggregate income during the marriage was $256,277.23; (3) separate income of decedent was at least $184,345.98; (4) community income during the marriage was a maximum of $71,931.25; (5) community living expenses during the marriage were at least $108,868.40.
Predicated upon the foregoing findings, the trial court found that the entire estate of decedent consisted of his separate property, since living expenses during the marriage exceeded community income.
Questions-. First. Are the trial court’s findings (a) that decedent’s net worth at the time of his marriage to appellant was at least $438,918.93 and (6) that the living expenses of decedent and appellant during their marriage were at least $108,868.40 supported by the evidence?
Yes. When a finding of fact is attacked on the ground that there is not any substantial evidence to sustain it, the power of an appellate court begins and ends with a determination as to whether there is any substantial evidence, contradicted or uneontradicted, which will support the finding of fact. (Primm v. Primm, 46 Cal.2d 690, 693 [1] [299 P.2d 231].).
The reporters’ transcript on appeal contains 334 pages, and 53 exhibits were introduced, including, among other things, check books, ledgers and income tax returns. We have examined the record and are of the opinion that there was [241]*241substantial evidence, considered in connection with such inferences as the trial court could reasonably draw therefrom, to sustain each and every material finding of fact upon which the judgment is necessarily predicated. We therefore refrain from further discussion of the evidence. (Fomco, Inc. v. Joe Maggio, Inc., 55 Cal.2d 162, 164 [10 Cal.Rptr. 462, 358 P.2d 918].)
Second. Did the trial court apply the proper rule of law to the facts in the present case?
Yes. The record discloses that the source of all funds was originally traced to the decedent’s separate property at the time of marriage. Under such a state of facts, the separate property is given a fair return on the investment, and any money in excess thereof is deemed attributable to the husband’s skill and effort and is therefore treated as community property. (Pereira v. Pereira, 156 Cal. 1, 7 [103 P. 488, 134 Am.St.Rep. 107, 23 L.R.A. N.S. 880] ; Margolis v. Margolis, 115 Cal.App.2d 131, 135 [5a] [251 P.2d 396] [hearing denied by the Supreme Court].) This rule the trial court properly applied to the facts of this case.
The amount thus determined by the trial court to be community income during marriage was substantially less than the community living expenses. Consequently, none of the estate left by decedent consisted of community property. (Estate of Ades, 81 Cal.App.2d 334, 339 [5] [184 P.2d 1] ; cf. Thomasset v. Thomasset, 122 Cal.App.2d 116, 127 [9] [264 P.2d 626].)
The property which decedent held at the time of his death was different property from that which he held at the time of marriage. Appellant contends that she is therefore entitled, under section 164 of the Civil Code, to a presumption that such property was community property. She further argues that, under the rule laid down in Estate of Adams, 132 Cal.App.2d 190 [282 P.2d 190], the presumption controls, since due to commingling it is impossible to trace decedent’s separate property.
Estate of Adams is not applicable here. In that ease the heirs of the wife, who had predeceased the husband by 10 years, claimed a share of certain residuary assets in the husband’s estate under section 228 of the Probate Code. The [242]*242presumption was that the property constituted the separate property of the husband.
The assets in question had been derived from substantial contributions of both community property and the husband’s separate property. Therefore, the only way the wife’s heirs could have rebutted the presumption was to trace community property into property in the estate of the husband. Under the circumstances there existing, however, the assets having been commingled in some 473 transactions, tracing was impossible, and accordingly the presumption controlled.
In the present case, on the other hand, the source of the funds was entirely the husband's separate property. There was a presumption that the funds constituted community property, but respondents rebutted the presumption by evidence that the total community income was less than the total community living expenses. Under the circumstances of this case, tracing was unnecessary.
The situation here was the same as that in Estate of Ades, supra, 81 Cal.App.2d 334, where it was said, at 339 [5] : Evidence that there was no excess of community income over living expenses is as effective to prove that all assets of the estate are separate property as a specific showing from which separate source each asset flowed.”
Affirmed.
Gibson, C. J., Traynor, J., Schauer, J., Peters, J., White, J., and Dooling, J., concurred.
Appellant’s petition for a rehearing was denied August 16, 1961.
Appendix
The evidence shows that less than two months before decedent and appellant were married decedent received $546,665.79 on the sale of certain assets then owned by him, and after the date of the marriage received $98,018.44 on the sale of additional assets owned by him at the time of marriage, making a total of $644,684.23 received from the sale of assets owned by him at the time of, or immediately prior to, the marriage.
After the date of the marriage decedent paid a net income tax for the year 1951 of $105,765.30 and also paid the sum of $100,000 to his previous wife under the terms of a property settlement agreement.
[243]
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McCOMB, J.
This is an appeal from a portion of a judgment determining that the entire estate of appellant’s husband, who died July 10, 1958, was his sole and separate property.
Facts: Meyer A. Arstein and appellant were married in Illinois in 1951. They moved to California the same year and resided here continuously until he died July 10, 1958.
Decedent’s will left a bequest to appellant. She filed a petition for a determination of the nature and extent of the property in the estate, so that she could make an intelligent election whether to take under the will or to take her community property interest by law.
The trial court made the following findings: (1) decedent’s net worth at the time of marriage was at least $438,918.93; (2) aggregate income during the marriage was $256,277.23; (3) separate income of decedent was at least $184,345.98; (4) community income during the marriage was a maximum of $71,931.25; (5) community living expenses during the marriage were at least $108,868.40.
Predicated upon the foregoing findings, the trial court found that the entire estate of decedent consisted of his separate property, since living expenses during the marriage exceeded community income.
Questions-. First. Are the trial court’s findings (a) that decedent’s net worth at the time of his marriage to appellant was at least $438,918.93 and (6) that the living expenses of decedent and appellant during their marriage were at least $108,868.40 supported by the evidence?
Yes. When a finding of fact is attacked on the ground that there is not any substantial evidence to sustain it, the power of an appellate court begins and ends with a determination as to whether there is any substantial evidence, contradicted or uneontradicted, which will support the finding of fact. (Primm v. Primm, 46 Cal.2d 690, 693 [1] [299 P.2d 231].).
The reporters’ transcript on appeal contains 334 pages, and 53 exhibits were introduced, including, among other things, check books, ledgers and income tax returns. We have examined the record and are of the opinion that there was [241]*241substantial evidence, considered in connection with such inferences as the trial court could reasonably draw therefrom, to sustain each and every material finding of fact upon which the judgment is necessarily predicated. We therefore refrain from further discussion of the evidence. (Fomco, Inc. v. Joe Maggio, Inc., 55 Cal.2d 162, 164 [10 Cal.Rptr. 462, 358 P.2d 918].)
Second. Did the trial court apply the proper rule of law to the facts in the present case?
Yes. The record discloses that the source of all funds was originally traced to the decedent’s separate property at the time of marriage. Under such a state of facts, the separate property is given a fair return on the investment, and any money in excess thereof is deemed attributable to the husband’s skill and effort and is therefore treated as community property. (Pereira v. Pereira, 156 Cal. 1, 7 [103 P. 488, 134 Am.St.Rep. 107, 23 L.R.A. N.S. 880] ; Margolis v. Margolis, 115 Cal.App.2d 131, 135 [5a] [251 P.2d 396] [hearing denied by the Supreme Court].) This rule the trial court properly applied to the facts of this case.
The amount thus determined by the trial court to be community income during marriage was substantially less than the community living expenses. Consequently, none of the estate left by decedent consisted of community property. (Estate of Ades, 81 Cal.App.2d 334, 339 [5] [184 P.2d 1] ; cf. Thomasset v. Thomasset, 122 Cal.App.2d 116, 127 [9] [264 P.2d 626].)
The property which decedent held at the time of his death was different property from that which he held at the time of marriage. Appellant contends that she is therefore entitled, under section 164 of the Civil Code, to a presumption that such property was community property. She further argues that, under the rule laid down in Estate of Adams, 132 Cal.App.2d 190 [282 P.2d 190], the presumption controls, since due to commingling it is impossible to trace decedent’s separate property.
Estate of Adams is not applicable here. In that ease the heirs of the wife, who had predeceased the husband by 10 years, claimed a share of certain residuary assets in the husband’s estate under section 228 of the Probate Code. The [242]*242presumption was that the property constituted the separate property of the husband.
The assets in question had been derived from substantial contributions of both community property and the husband’s separate property. Therefore, the only way the wife’s heirs could have rebutted the presumption was to trace community property into property in the estate of the husband. Under the circumstances there existing, however, the assets having been commingled in some 473 transactions, tracing was impossible, and accordingly the presumption controlled.
In the present case, on the other hand, the source of the funds was entirely the husband's separate property. There was a presumption that the funds constituted community property, but respondents rebutted the presumption by evidence that the total community income was less than the total community living expenses. Under the circumstances of this case, tracing was unnecessary.
The situation here was the same as that in Estate of Ades, supra, 81 Cal.App.2d 334, where it was said, at 339 [5] : Evidence that there was no excess of community income over living expenses is as effective to prove that all assets of the estate are separate property as a specific showing from which separate source each asset flowed.”
Affirmed.
Gibson, C. J., Traynor, J., Schauer, J., Peters, J., White, J., and Dooling, J., concurred.
Appellant’s petition for a rehearing was denied August 16, 1961.
Appendix
The evidence shows that less than two months before decedent and appellant were married decedent received $546,665.79 on the sale of certain assets then owned by him, and after the date of the marriage received $98,018.44 on the sale of additional assets owned by him at the time of marriage, making a total of $644,684.23 received from the sale of assets owned by him at the time of, or immediately prior to, the marriage.
After the date of the marriage decedent paid a net income tax for the year 1951 of $105,765.30 and also paid the sum of $100,000 to his previous wife under the terms of a property settlement agreement.
[243]*243It therefore appears that the amount realized by decedent on the sale of assets owned by him at the time of, or immediately prior to, the marriage exceeded the amount of the expenditures above referred to, which were chargeable against his separate property, by the sum of $438,918.93, the amount which the trial court found to be his minimum net worth at the time of marriage.
With respect to the estimated living expenses of decedent and appellant during the period of their marriage, a certified public accountant testified that under his supervision decedent’s available check stubs for that period were examined; that adding machine tapes were taken of all items of a personal nature, that is, other than those which were clearly business or tax deductible items; and that such tapes showed a total of $108,868.40 expended for living expenses. He further testified that check stubs were missing for approximately 15 months during the period in question.
The following exhibits received in evidence also support the findings of the trial court: [See pages 244-247.]
[244]*244
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" 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" 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" width="1494"/>
[247]*247
A summary of some of the evidence sustaining the findings of the trial court is set forth in an appendix to this opinion.
Related
Cite This Page — Counsel Stack
364 P.2d 33, 56 Cal. 2d 239, 14 Cal. Rptr. 809, 1961 Cal. LEXIS 288, Counsel Stack Legal Research, https://law.counselstack.com/opinion/arstein-v-union-bank-cal-1961.