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Add brackets where appropriate in the following formula to make the equation hold. 8 + 36 / 4-2 * 5-1 = 109
(8+36)/(4-2)*5-1=109
Add brackets to make the equation true: 6 + 36 divided by 3-2 × 4 = 150
6+36/（3-2）*4=150
Add brackets where appropriate in the following formula to make the equation hold. 1 + 2 * 3 / 4 + 5 + 6 / 7 = 1
[(1+2)*3/(4+5)+6]/7=1
RELATED INFORMATIONS
- 1. Add brackets where appropriate to make the equation true 1+2*3+4*5+6*7+8*9=505 (Note: * "is a multiply sign)
- 2. Add, subtract, multiply and divide brackets in the following formula to make the equation true 9 9 9 9 9＝19
- 3. Add, subtract, multiply, divide and parentheses to make the equation true 4 4 4 4=0 4 4 4 4=1 4 4 4 4= 5 4 4 4 4= 9 4 4 4 4=24 4 4 4 4=24 4 4 4 4=28 4 4 4 4=68
- 4. Calculation 1-2 + 3-4 + 5-6 +... - 2004 + 3005=
- 5. （1-1/2）*（1+1/2）*（1-1/3）*（1+1/3）*（1-1/4）*（1+1/4）*.*（1+1/2004）*（1-1/2004）
- 6. 15 cubic meters = () liter is equal to () milliliter one and three molecule one hour = () minute 13000 square meters = () hectare
- 7. 3 hours 45 minutes = () hours, 8200 ml = () hours, 1.6 square kilometers = () liters () ml
- 8. Please judge the square of a - 2A + 3 and - 2A + 3
- 9. If real numbers a, B and C satisfy a ^ 2 + B ^ 2 + C ^ x = 667, then the maximum value of algebraic formula (a-b) ^ 2 + (B-C) ^ 2 + (C-A) ^ 2 is
- 10. A new operation is defined: A & B = A / 2 + B / 4, 3 & B = 4, B =?
- 11. Add brackets where appropriate in the following formula to make the equation hold. 6 + 36 △ 3-2 × 4-1 = 8 It's so hard
- 12. The maximum result is ()
- 13. 1 / 2 / 3 / 4 / 5 / 6, add a bracket in the formula to maximize the result What's the biggest one?
- 14. If the sum of the formulas of two nonnegative numbers is 0 (or the two formulas are opposite to each other), then the two formulas are equal to - ---, that is, the nonnegative conditional formula
- 15. What is the coefficient of the square of a minus two times B, and how many times is it
- 16. Square / 3 coefficient of 2 * 3.14 * H: Times:
- 17. A square with a side length of 10 cm has an area of () A. 1 square meter B. 1 square decimeter C. 1 square centimeter
- 18. A square with a side length of () has an area of 1 square decimeter. A square with an area of () has a side length of 1cm
- 19. The cover area of this book is about 5 () A. square meters B. square decimeters C. square centimeters Hurry!
- 20. How many decimeters is one meter and how to calculate it? A cuboid steel plate, 1.5 meters long, 0.8 meters wide, 15 cm thick. 1. How many cubic decimeters is its volume? 2. Each cubic decimeter of steel plate weighs 2.4kg. How many kg is the weight of this steel plate?