(10-1 / 25) / 99.6
(10-1/25)/99.6
=(10-0.04)÷99.6
=9.96÷99.6
=0.1
If you don't understand this question, you can ask,
RELATED INFORMATIONS
- 1. A simple mathematical calculation 13 out of 49 by 21 plus 13 out of 49 by 28
- 2. 1998×(111−12009)+11×(11998−12009)−2009×(111+11998)+3=______ .
- 3. Simple operation of 3 / 8 × 7 + 3 / 8 I want to know if my steps are right
- 4. [(a + 2 / 1b) squared - (A-2 / 1b) squared] (2a-2 / 1b) (2 / 1b + 2a) multiplied by (4 / 1b squared + 4A squared), where a = - 1, B = 2
- 5. When a = 1, B = - 2, find the square of [(a + 2 / 1b) + (A-2 / b)] (2a-2 / b)
- 6. Given | a + 1 | + (b-2) 2 = 0, find the value of 2A2 - [8ab + 12 (ab-4a2)] - 12ab
- 7. Given m = {2, a, B}, n = {2a, 2, B}, if M = n, find the value of real number a, B
- 8. If a, B are opposite to each other, m and N are reciprocal to each other, find - 2a-b + 3 of 2Mn
- 9. Given that - 1 / 3 ^ 2A ^ m-1b ^ 2 = 4 ^ 3A ^ 2B ^ n-1 is a similar term, try to judge whether x = (M + n) / 2 is the solution of the equation - 2x-6 = 0
- 10. First simplify, then evaluate: LX + 1 − 1x2 − 1 △ x + 1x2 − 2x + 1, where x = 3-1
- 11. How to calculate 1 / 10-5 + 6 / 5
- 12. How to calculate 10.1 times 88?
- 13. How to calculate 5.3 * 10.1
- 14. A fast horse travels 240 Li a day, and a slow horse 150 Li a day. The slow horse goes 12 days first. How many days can the fast horse catch up with the slow horse?
- 15. A and B leave from the East and West. After 8 o'clock, the two vehicles meet at 32km from the midpoint. A runs 48km per hour, B runs 48km per hour? Lie equation: 4.5 times of the decimal is 22.5 times more than 3 times of the decimal? What's the quotient of 25 plus two fifths and dividing by seven ninths?
- 16. A mathematical problem (with equations) There are two barrels of oil. The quality of barrel a is five times that of barrel B. If a pours 24 kg of oil into barrel B, the two barrels will be equally heavy?
- 17. Using the equation, A travels five or 120 meters per minute, B 80 meters per minute. They start from store a to store B at the same time. When B arrives at store B, a has stayed in store B for two minutes. How many meters is the distance from store a to store B?
- 18. In the department store, every pair of shoes with the original price of 1600 yuan is unsalable. The company decided to reduce the price by & nbsp; n%, but still can't sell them. Finally, the price was reduced by & nbsp; n% at the reduced price. As a result, the price of each pair of shoes was 1024 yuan=______ .
- 19. 1 / 4 + 2x = 1 / 2 = 1 / 2 2 / 3x-1 / 5x = 1 (1-3 / 8) x = 10 if the answer is correct, add 100. If it is correct, add 100 And 70 * (1 + 1 / 2)
- 20. Three math problems about equation in grade six &To solve the equations {- x + 2Y + 3Z = 12 & nbsp; {2x-2y + 5Z = 13 & nbsp; {3x + 2Y + Z = 10 & nbsp; Solve the system of equations {2 (x + y) - 3 (X-Y) = 1 & nbsp; {6 (x + y) + 7 (X-Y) = 51 & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; remove the brackets and make it easier Given that the system of equations {2x-y = 0 & nbsp; {2x + y = m and the system of equations {X-Y = 5 & nbsp; {2x-y = n-1 have a set of common solutions, the values of M and N are obtained ,,