Tremont Industries reported the following non-GAAP financials: (Values in $000s)2020 Net income 1,365Interest income (60)Interest expense 640Tax expense 637One-time tax (gain) / loss (182)Depreciation & amortization 80EBITDA 2,480Stock based compensation 350Restructuring costs 175(Gains) / Losses on sale (330)Adjusted EBITDA 2,675Had the gains/losses on sale been $350,000 instead of $330,000, which of the following statements is most accurate?a) Adjusted EBITDA would be $2,655,000b) Adjusted EBITDA would be $2,695,000.c) EBITDA would be $2,460,000.d) EBITDA would be $2,500,000.

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26-05-2022
Business

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Tremont Industries reported the following non-GAAP financials: (Values in $000s)2020 Net income 1,365Interest income (60)Interest expense 640Tax expense 637One-time tax (gain) / loss (182)Depreciation & amortization 80EBITDA 2,480Stock based compensation 350Restructuring costs 175(Gains) / Losses on sale (330)Adjusted EBITDA 2,675Had the gains/losses on sale been $350,000 instead of $330,000, which of the following statements is most accurate?a) Adjusted EBITDA would be $2,655,000b) Adjusted EBITDA would be $2,695,000.c) EBITDA would be $2,460,000.d) EBITDA would be $2,500,000.

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VidyaaTech2022 VidyaaTech2022 · Answer 1 · 2022-06-01T12:11:59+02:00

The most accurate statement is that the adjusted EBITA is equivalent to $2,655,000.

Option A is the correct answer.

What is meant by EBITA?

EBITA refers to the amount before any adjustment relating to taxes and interest expenses to the operating profit.

Computation of adjusted EBITA:

[tex]\rm\ Adjusted \rm\ EBITA=\rm\ EBITA+ \rm\ Stock \rm\ Compensation + \rm\ Restructuring \rm\ Costs - \rm\ Gain \rm\ or \rm\ Loss \rm\ on \rm\ Sale \\\rm\ Adjusted \rm\ EBITA=\$2,480,000 + \$350,000 + \$ 175,000 - \$350,000\\\rm\ Adjusted \rm\ EBITA=\$2,655,000[/tex]

Therefore, the amount of adjusted EBITA comes out to be $2,655,000.

Learn more about the adjusted EBITA in the related link:

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