I am having trouble figuring out this question:
My quotient is 1 more than 30/5. My remainder is 2. What division sentence am I?
To figure out the division sentence, we need to understand what quotient and remainder are in division.
In division, when we divide a number (called the dividend) by another number (called the divisor), we get a quotient and a remainder. The quotient is the answer to the division problem, while the remainder is the leftover amount that cannot be divided evenly.
Let's break down the information given in your question:
1. The quotient is 1 more than 30/5.
2. The remainder is 2.
To find the quotient, we can calculate 30/5, which equals 6. Then, add 1 to get the quotient mentioned in the question, which is 6 + 1 = 7.
Now that we know the quotient is 7 and the remainder is 2, we can form the division sentence as follows:
Dividend = (quotient × divisor) + remainder
In this case:
Dividend = (7 × 5) + 2
Simplifying the expression:
Dividend = 35 + 2
Therefore, the division sentence that satisfies the given conditions is:
Dividend = 37.