Solve Long Division: 945 ÷ 15 Step-by-Step

To solve the problem of finding $945 \div 15$, we will use long division:

• Step 1: Set up the long division. With $945$ as the dividend and $15$ as the divisor, begin by considering the first two digits, $94$.

• Step 2: Determine how many times $15$ fits into $94$. Since $15 \times 6 = 90$ (the highest multiple of 15 under 94), write $6$ as the first digit of the quotient.

• Step 3: Subtract $90$ from $94$, obtaining $4$ (as $94 - 90 = 4$).

• Step 4: Bring down the next digit from the dividend, which is $5$, turning the current number to $45$.

• Step 5: Find how many times $15$ fits into $45$. Since $45 \div 15 = 3$ exactly, write $3$ as the next digit of the quotient.

• Step 6: Subtract $45$ from $45$, resulting in $0$. There are no remaining digits to bring down, and the process is complete.

Therefore, the result of $945 \div 15$ is $63$.