
Делимое 63, делитель разность чисел 11 и 2. найти частное 3 класс


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7 частное



Division Problem
To solve the division problem, we have the dividend as 63, the divisor as the difference between 11 and 2, and we need to find the quotient.Let's break down the problem step by step:
1. Dividend: 63 2. Divisor: Difference between 11 and 2, which is 9. 3. Quotient: We need to find the quotient.
To find the quotient, we can use the division algorithm, which states that any dividend (a) can be expressed as the product of the divisor (b) and the quotient (q), plus the remainder (r). Mathematically, it can be represented as:
a = b * q + r
In our case, the dividend (a) is 63, the divisor (b) is 9, the quotient (q) is unknown, and the remainder (r) is 0 (since the difference between 11 and 2 is a whole number).
Now, let's solve the problem:
63 = 9 * q + 0
To find the value of q, we can divide both sides of the equation by 9:
63 / 9 = (9 * q + 0) / 9
Simplifying the equation:
7 = q
Therefore, the quotient (q) is 7.
So, the quotient of dividing 63 by the difference between 11 and 2 is 7.
Please let me know if you need any further assistance!


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