How Do You Divide 58 by 3? Let’s use the short division method to find: $$ \frac{58}{3} $$ Understand the Terms Dividend: 58 (the number being divided) Divisor: 3 (the number you are dividing by) Quotient: the whole number result Remainder: the part left over (if any) Step-by-Step Division of 58 ÷ 3 Step 1: Divide 3 into 5 $$ 5 \div 3 = 1 \text{ remainder } 2 $$ ...
What Is Division? Division answers the question: How many times does one number fit into another? In any division problem, we work with: Dividend — the number being divided Divisor — the number you divide by Quotient — the result of the division Remainder — what’s left over (if any) Example: What Is $1000 \div 5$? In this case: Dividend = $1000$ Divisor = $5$ We’ll use the short division method to solve this. ...
What Is 63 Divided By 3? Let’s use the short division method to solve $63 \div 3$ and verify the answer. Understanding the Terms Dividend: $63$ (the number being divided) Divisor: $3$ (the number dividing the dividend) Quotient: the result of the division Remainder: what is left over after dividing Step-by-Step: $63 \div 3$ Step 1: Divide $3$ into $6$ $$ 6 \div 3 = 2 $$ Write $2$ above the $6$. ...
Understanding Division Division is the process of determining how many times one number fits into another. Every division problem consists of: Dividend – the number to be divided (here: 300) Divisor – the number you divide by (here: 4) Quotient – the result Remainder – what’s left over Short Division Method Short division is ideal when: The divisor is a small number (typically less than 10), and The dividend is large (typically 10× or more than the divisor) In this case: ...
What Is 80 Divided By 4? To solve $80 \div 4$, we’ll use the short division method — a fast and efficient strategy ideal for small divisors and larger dividends. Understanding the Terms Dividend: The number being divided ($80$) Divisor: The number you’re dividing by ($4$) Quotient: The result of the division Remainder: What’s left over, if anything Step-by-Step: $80 \div 4$ Step 1: Divide 4 into 8 $$ 8 \div 4 = 2 $$ ...
What Is 64 Divided By 3? To solve $64 \div 3$, we’ll use the short division method, a quick and efficient technique especially useful with small divisors. Understanding the Terms Dividend: The number being divided ($64$) Divisor: The number you’re dividing by ($3$) Quotient: The result of the division Remainder: What’s left over if the division isn’t exact Step-by-Step: $64 \div 3$ Step 1: Divide $3$ into $6$ $$ 6 \div 3 = 2 $$ ...
Understanding Division Division helps us answer: How many times does one number fit into another? It starts with two numbers: Dividend – the number to be divided (here: 180) Divisor – the number you divide by (here: 4) So when we ask: What is 180 divided by 4? We’re dividing the dividend 180 by the divisor 4. Short Division Method Short division is a quick way to divide when: ...
What Is 80 Divided By 3? To solve $80 \div 3$, we’ll use the short division method, a quick and efficient technique when working with small divisors and larger dividends. Understanding the Terms Dividend: The number being divided ($80$) Divisor: The number you’re dividing by ($3$) Quotient: The result of the division Remainder: What’s left over if the division isn’t exact Step-by-Step: $80 \div 3$ Step 1: Divide $3$ into $8$ $$ 8 \div 3 = 2\text{ R }2 $$ ...
How Do You Divide 51 by 3? Let’s find the result of: $$ \frac{51}{3} $$ using short division. This method is quick and works well when the divisor is a single-digit number. Understand the Division Terms Dividend: 51 (the number to be divided) Divisor: 3 (the number dividing the dividend) Quotient: the result of the division Remainder: what’s left over (if any) Step-by-Step: 51 ÷ 3 Step 1: Divide 3 into 5 $$ 5 \div 3 = 1 \text{ with a remainder of } 2 $$ ...
How Do You Divide 23 by 2? Let’s calculate: $$ \frac{23}{2} $$ using the short division method. This is a quick way to divide when the divisor is a single-digit number. Understand the Terms Dividend: 23 (the number to be divided) Divisor: 2 (the number doing the dividing) Quotient: the result of the division Remainder: what’s left over (if any) Step-by-Step: 23 ÷ 2 Step 1: Divide 2 into 2 $$ 2 \div 2 = 1 $$ ...