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What is 468 minus 120
three hundred and forty-eight
133 ° 22 ° 15 ″ minus 65 ° 28 ′ 30 ″ is equal to?
This is a base 60
=67°53′45″.
How many kilos is 30 tons minus 22 tons and 800 kilos?
30t-22t 800kg = 7T 200kg = 7200kg
RELATED INFORMATIONS
- 1. How much is 30 minus 8?
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- 3. Find the median 171, 195, 189, 192, 198, 235, 187, 195, 205, 193, 160, 201, 190, 179, 188, 195, 186, 199
- 4. English translation Sunny Sunday, May 1, 2011 Today, I got up very late. After eating, I went out to play. Unconsciously, it was noon. I remembered that I had not finished my homework yet, and I would go to school tomorrow. So, after eating, I began to do my homework, but after my efforts, I finally finished it Have a good night's sleep. I'm going to school tomorrow I'll go to school on Monday I'm so anxious...)
- 5. Simple calculation: 0.0.01 × 0.0.032 is equal to? 101 zeros, 100 zeros
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- 7. 199 * 101-199, 80.1 * 10.1-808, 2.8 * 3 / 4 + 0.75 * 6.2 + 3 / 4
- 8. 4.75 times 5.99 = simple calculation
- 9. It is known that ab < 0 is the absolute value of a divided by a plus the absolute value of B divided by B plus the absolute value of a times b divided by a times B?
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- 13. 1024 minus at least______ It's a multiple of three, 1708 plus at least______ It's a multiple of five
- 14. If the star multiplied by △ equals 60, then (Star multiplied by 8) multiplied by △ equals (); if the star multiplied by △ equals 300, then (Star multiplied by 2) multiplied by (△ multiplied by 5) equals ()
- 15. How to calculate 199 plus 99 times 99?
- 16. The difference factorization of the difference between the square of x plus 2 y and the square of x minus 3 y divided by Y minus x
- 17. Find the value of (the second power of 5A - the second power of 3ab-2b), where the second power of a + the second power of B = 10, ab = 3
- 18. Given a + B = 3, ab = - 12, find the following values (1) (A-1) (B-1); (2) a ^ 2 + B ^ 2; (3) (a-b) ^ 2
- 19. Simple calculation score of mathematics in sixth grade: 3 / 18 △ 7 + 1 / 7 × 6 / 13 mathematics 3 / 18 △ 7 + 1 / 7 × 6 / 13
- 20. Given a (0,1,1) B (2, - 1,0) C (3,5,7) d (1,2,4), then the cosine of the angle between the line AB and the line CD is