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<> this problem is the division with remainders, when the quotient is to pay attention to the number to align, the remainder should be less than the divisor, the last step, because it is not enough to subtract the 3 directly save down, in the ** to use 0 placeholder, when checking the quotient x divisor + remainder = dividend to check.
Respectfully, thank you!
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Arithmetic vertical 783 6
Solution: Divide the dividend.
The divisor is performed from each digit from the high position, and the quotient obtained each time is retained, and the remainder is retained.
Add the next digit to the operation, and the divisor will be divided into digits in this order, and the obtained quotient will be combined in order, and the remainder is the result of the last operation.
Problem solving: Step 1: 7 6=1 The remainder is: 1
Step 2: 18 6=3 The remainder is: 0
Step 3: 3 6=0 The remainder is: 3
According to the above calculation steps, the combination result is 130, and the remainder is 3 and the calculation is 130 6+3=783
Extended Data $ Results: Four Operations.
Rules (calculated in order, multiplication and division first and then addition and subtraction, with parentheses first with parentheses, with multiplication.
Calculate the power first) i.e. an off-form operation (recursive equation.
calculations) need to be carried out under the premise of this principle. Problem solving process:
If you have any doubts, please ask and be satisfied.
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In the range of integers, 783 6 = 130 ......3
The method of checking with remainder division is to use"Quotient divisor + remainder"to see if the result is equal to the dividend.
The quotient is expressed as a decimal, 7836=
The calculation method is to use"Quotient divisor"to see if the result is equal to the dividend.
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The vertical calculation and check of the 783 6 is shown in the figure below
So, 783 6=
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783 6 columns of vertical calculations, to check?
Take a look at the following 783 6-column vertical calculations:
Take a look at the following checks:
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Hello! 783÷6=
The following is the vertical calculation method, please see the figure, thank you!
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Solution: 783 6 is equal to (261 2), that is, it is equal to the known demand out of 783 6 is equal to how much.
x y = z, i.e. x = z y
After examination, 783 = 6 is in line with the topic.
Answer: 783 6 is equal to 261 2, [i.e. equal.]
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The following figure shows the vertical calculation process.
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If it is an expression with a remainder, it is a quotient of 130 and a surplus of 3.
If it's a complete expression, it is. Thank you.
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Answer: 378 7=54 check: 54*7=378
October 12, 2021 - Answer: How to calculate the column formula of 378 3: 378 3 = 126 378 3 vertically?
Answer: 378 3=126 Answer: 378 3=126 Check:
378 3 6 vertical? Answer: 378 - 3 - 6 Answer:
Column vertical calculation and check 68 3 = =96 4 = 378 7 = 808 4 = 22....2 2454 202 378÷7= 808÷4=704÷6= 315÷3=54 202117...2 105 Class Assignments:
Page 68 of the textbook: 1 Question 1, Column Vertical Calculation and Verification Question 5.
October 3, 2020 - 98 7-column vertical calculation 055555555556 381 divided by 54 vertical calculation How to write. 81 3= 90 6= 98 7= 84 6= 96 4= 72 3= How do you list them all? 088607594937 560 divided by 7.
The divisor is a one-digit division test paper 1, calculation 1, oral calculation 600 3= 200 4= 320 8= 356 6 3500 7= 180 6= 400 8= 46 2= 440 9 378 5 297 4 138 7 2, column vertical calculation and check 543 3= 423 6....
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The vertical calculation and verification are as follows:
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912 8 is equal to 114, check: 114 8 912. The column comes out vertically, but it can't be typed.
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<> because of the dividend.
Quotient divisor + remainder
Therefore, when checking the orange bye, the divisor + remainder is used when calculating blindly.
Whether the result is consistent with the dividend can be determined.
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7 22 columns of vertical calculation and checking? Checking:
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638 divided by 3 quotient is 212, the remainder is 2, use 212 multiplied by 3 and add 2 when checking.
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327 3-column vertical calculation and check?
Check: 109*3=327
The vertical calculation of is shown in the figure below:
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