Solved on Jan 04, 2024

Find the value of 935493 - 54.

STEP 1

Assumptions
1. We are performing a subtraction operation.
2. The numbers involved in the operation are 93 and 54.

STEP 2

To subtract two numbers, we write them one under the other, aligning the digits according to their place value.
\begin{array}{c@{}c} & 9\phantom{0}3 \\ - & 5\phantom{0}4 \\ \end{array}

STEP 3

Subtract the digits in the ones place. Subtract the bottom digit from the top digit in the ones column.
343 - 4
Since 3 is less than 4, we cannot subtract 4 from 3 without going into negative numbers. Therefore, we need to borrow from the tens place.

STEP 4

Borrow 1 from the tens place of the top number (9 becomes 8, and the 3 becomes 13).
\begin{array}{c@{}c} & 8\phantom{0}(13) \\ - & 5\phantom{0}4 \\ \end{array}

STEP 5

Now subtract the ones place digits.
134=913 - 4 = 9

STEP 6

Write the result of the ones place subtraction below the line.
\begin{array}{c@{}c} & 8\phantom{0}(13) \\ - & 5\phantom{0}4 \\ \cline{1-2} & \phantom{0}9 \\ \end{array}

STEP 7

Subtract the digits in the tens place. Subtract the bottom digit from the top digit in the tens column.
85=38 - 5 = 3

STEP 8

Write the result of the tens place subtraction below the line.
\begin{array}{c@{}c} & 8\phantom{0}(13) \\ - & 5\phantom{0}4 \\ \cline{1-2} & 39 \\ \end{array}

STEP 9

Combine the results to get the final answer.
9354=3993 - 54 = 39
The solution to the subtraction problem is 39.

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