Can you please write that out for me
The quotient is 61 and the remainder is 77. $4938 = 81 \times 61 + 77$ ### Turn 2 Answer Absolutely! Let me walk through it step by step like you’d do longhand: 61 ------ 81 | 493…
The quotient is 61 and the remainder is 77. $4938 = 81 \times 61 + 77$ ### Turn 2 Answer Absolutely! Let me walk through it step by step like you’d do longhand: 61 ------ 81 | 493…
81)4938
Can you please write that out for me
81)4938
Can you please write that out for me
$493 \div 81 = 6$ (since $81 \times 6 = 486$)
$493 - 486 = 7$, bring down 8: $78$
$78 < 81$, so it is the remainder.
The quotient is 61 and the remainder is 77.
$4938 = 81 \times 61 + 77$
Absolutely! Let me walk through it step by step like you’d do longhand:
61
------
81 | 4938
486 ← (81 × 6)
----
78 ← (493 - 486, then bring down the 8)
81 ← (81 × 1)
----
77 ← (788 - 81 = 77, this is the remainder)
So 4938 ÷ 81 = 61 with a remainder of 77, or as a decimal it’s roughly 60.96 if you keep going!
$493 \div 81 = 6$ (since $81 \times 6 = 486$)
$493 - 486 = 7$, bring down 8: $78$
$78 < 81$, so it is the remainder.
The quotient is 61 and the remainder is 77.
$4938 = 81 \times 61 + 77$
Absolutely! Let me walk through it step by step like you’d do longhand:
61
------
81 | 4938
486 ← (81 × 6)
----
78 ← (493 - 486, then bring down the 8)
81 ← (81 × 1)
----
77 ← (788 - 81 = 77, this is the remainder)
So 4938 ÷ 81 = 61 with a remainder of 77, or as a decimal it’s roughly 60.96 if you keep going!
Can you please write that out for me
Top-left cell: 180 Top-right cell: 6 Bottom-left cell: 600 Bottom-right cell: 20 Final product: 806
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\(-15\)
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