Fill in the blanks with numerals. 14◻=◻ +40+7

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Identify Structure: Identify the structure of the equation. The equation is of the form: ◻ ◻  = 100  + 40 + 7 This suggests that we are looking for a two-digit number where the tens place and the ones place are separated and added to 100 and 40, respectively, to get a sum of 147.Determine Tens Value: Determine the value of the tens place. Since we are adding the tens place to 100 to contribute to the total sum of 147, we can subtract 100 from 147 to find the value of the tens place. 147 - 100 = 47Identify Tens Digit: Identify the tens digit. From the result of 47, we can see that the tens digit must be 4 because when we add it to 100, we get the first part of the sum, which is 140.Determine Ones Value: Determine the value of the ones place. Now that we know the tens digit is 4, we can subtract the value we have already accounted for (140) from the total sum (147) to find the value of the ones place. 147 - 140 = 7Identify Ones Digit: Identify the ones digit. From the result of 7, we can see that the ones digit must be 7 because when we add it to 40, we get the second part of the sum, which is 47.

Fill in the blanks with numerals. $\newline$ $\newline$ $14 \square = \square$ $+40+7$

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Fill in the blanks with numerals.\newline\newline14□=□ 14 \square = \square 14□=□ +40+7 +40+7 +40+7

Fill in the blanks with numerals. $\newline$ $\newline$ $14 \square = \square$ $+40+7$