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When Xiao Zhang calculates the division with remainder, he takes the divisor 113 as 131, and the result quotient is 3 more than the original, but the remainder is exactly the same, so the remainder of the problem is () A. 、4B. 5C. 6D. 7
（131-113）÷3，=18÷3，=6，113÷6=18… A: the remainder of this question is 5
360 - to divide a number by 24, wrong operation order, first division, then subtraction, the result is 352, can you work out the correct number of this problem
Let X be the number
360/24-X=352
15-X=352
X=-337
So the right number is
[360-(-337)]/24
=697/24
If the sum of the degrees of the four corners of a right angled trapezoid is 360 degrees, and the degree of one corner is 30 degrees, then the others are 360 degrees
90, 90, 150 degrees
How to divide the degree into components, such as the degree and score of 360 degrees divided by 22
Multiply the degree by 60 and take the remainder to be the minute
360°÷22×60≈981.81′=16°21.81′
Calculating: degrees of an angle
75°12′-26°32′=?
48°40′
Degree calculation of angle
Why is 47 degrees 30 divided by six equal to 7 degrees 55?
47°30′÷67°55′
Step: 47 °△ 6 = 7 ° 5°
5°=300′
300′+30′=330′
330′÷6=55′
Therefore, 47 ° 30 ′ / 6 = 7 ° + 55 ′ = 7 ° 55 ′
Calculate the degrees of the angles below
According to the analysis, it can be seen that: 1 = 90 ° - 30 ° = 60 °, 2 = 90 °, 3 = 30 °, 4 = 1 + 2 = 60 ° + 90 ° = 150 °
On the division of degree 62 ° 35 '△ 4?
62°35'÷4=15°38'45''
How to calculate the degree of angle by division in geometry? How to divide 148 ° 23 'by 2
Our teacher taught us to use vertical, how to use vertical, vertical
148 ° 23 'divided by 2
148°23′
÷2
74° 11.5′
= 74° 11′ 30〃
That's about it. It's not easy to use vertical expression here,
You align degrees, minutes and seconds up and down, and finally divide the decimals out. The decimals of degrees change into fractions, and the decimals of minutes change into seconds, × 60
50 decimal division with answer and vertical,
1.2÷3 0.48÷6 4.6÷23 14×0.56.8÷4 0.72÷12 0.7×1.1 0.72÷4 9.6÷6 5.2÷13 12.5÷5 0.12×58÷0.5 0.32÷16 0.5×1.1 0.5＋0.141.25×4 6.3÷2.1 0.92÷4 6÷1.20.4÷8 7.6－3.8 6.8÷1.7 0.56÷142.4÷0.6 ...
RELATED INFORMATIONS
- 1. When Xiao Ming calculates the division with remainder, he wrongly writes the divisor 115 as 151, and the result quotient is 3 larger than the correct result, but the remainder is exactly the same______ ．
- 2. In division with remainder, the divisor is equal to several times several plus several
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- 4. Xiao Ming is calculating the division with remainder. He mistakenly writes 308 as 368, and the quotient increases by 5, but the remainder is exactly the same. So he can find the divisor and remainder of the formula
- 5. When calculating the division with remainder, 308 is wrongly written as 368, and the quotient is increased by 5 and the remainder is just right
- 6. When Wang Ming calculates the division with remainder, he takes the divisor 125 as 152. The quotient of the result is three times larger than the correct result, but the remainder is exactly the same
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