4+4=7

Question

4+4=7

BlackTom AI · Accepted Answer

Begin by evaluating the two provided options in relation to the statement.
Option 1: 'True' — This would claim that 4 + 4 equals 7. In basic arithmetic, adding four and four yields eight, not seven, so this assertion conflicts with fundamental addition rules. The error here might come from miscounting or a mistaken mental shortcut, but the result is clearly incorrect.
Option 2: 'False' — This asserts that 4 + 4 does not equal 7. Since the sum of 4 and 4 is 8, which is distinct from 7, the claim expressed by this option aligns with the true arithmetic outcome. It correctly rejects an incorrect sum by appealing to the actual total.
To understand why the first option fails, consider the operation 4 + 4 as combining two groups of four units each; combining them yields eight units in total, a standard result taught early in arithmetic. Any claim that the sum is seven would require a deliberate miscount or an alternative arithmetic system, neither of which apply to conventional addition.
To further reinforce the second option, reflect on the property of equality in arithmetic: if two expressions are not equal, a statement claiming their equality is false. Here, 4 + 4 equals 8, which is not equal to 7, so the assertion that the statement is false is consistent with basic numeric facts.
In summary, the 'True' option contradicts the fundamental sum of 4 and 4, while the 'False' option correctly represents the actual outcome of the operation.

ESLDO - ESL Level 4 (2025-26) - A

4+4=7

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