Buna göre, bu iki işlemlerdeki bölünenlerin toplamı kaçtır?
Answer:
To solve the problem, we need to determine the individual dividends (bölünenler) for the given division operations and then find their sum.
Step 1: Determine the Dividends
-
First Operation:
- Divisor: 9
- Quotient: Not provided.
- Remainder: Maximum value allowed is 8 (as it’s 9 minus 1 since remainder must be less than divisor).
- The equation for the division can be expressed as:9 \times n + 8 = 372
- Solving for
n
:
Start calculating the exact quotient (n) by using ( 372 = 9 \times n + 8 ).
[
372 - 8 = 9 \times n \implies 364 = 9n \implies n = 40
] - The dividend for the first operation is 372.
-
Second Operation:
- Divisor: 18
- Quotient: Not provided.
- Remainder: Maximum value allowed is 17 (as it’s 18 minus 1 since remainder must be less than divisor).
- The equation for the division can be expressed as:18 \times m + 17 = n
- Solving for
m
if we consideredn = 243
:
[
243 - 17 = 18 \times m \implies 226 = 18m \implies m = 12
] - The dividend for the second operation is 243.
Step 2: Find the Sum of Dividends
Add the dividends obtained from both operations.
372 + 243 = 615
Final Answer:
The total sum of the dividends from the two division operations is 615.