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What is the square of 41 using the square of a term of two terms?
412 = (40 + 1)2 = 402 + 2*40*1 + 12 = 1600 + 80 + 1 = 1681
Can you make 41 cents out of ten coins?
Yes. 5*1 cent 3*2 cents 1*10 cents 1*20 cents make 41 cents (in the Eurozone). The question did not exclude Euro and [Euro]cents.
What are the continuous division method of 82?
82/2 = 41/41 = 1 2 x 41 = 82
What 2 whole numbers can be multiplied to get 41?
1 and 41.
How can you make all the number 1-100 using just 1 2 3 and 4?
you can make them all using 1, 1-1=0 1=1 1+1=2 1+1+1=3 etc.
How do you make 46 using 1 2 3 4 only once?
41 + 2 + 3 = 46
What are the factors of 41 and 82?
1, 41 1, 2, 41, 82
What are the factors for 82?
The factors of 82 are 1, 2, 41, and 82.
What is the answers 41-2-2?
Explanation: 41-2-2=37 ( 41-2=39)(39-2=37) 41 40 39 38 37 A simple way is: (41-40=39/39-38=37) This is because you take one every time. To make it simple you count backwards or to make it even simpler think it as counting from 1 to 2 but in reverse so that would make 2 to1. Because you take one/or count backwards each time but instead of taking 1 for your answer you just take 2 instead. DID YOU GET THAT
What is the square of 41 using the square of a term of two terms?
412 = (40 + 1)2 = 402 + 2*40*1 + 12 = 1600 + 80 + 1 = 1681
How do you solve x squared -4x equals 41?
x² - 4x = 41 → x² -4x - 41 = 0 Using the quadratic formula: x = (-b ± √(b² - 4ac))/(2a) → x = (4 ± √(4² - 4×1×-41)/(2×1) → x = (4 ± √(4(4+41)))/2 → x = (4 ± 2√45)/2 → x = 2 ± √45 → x = 2 + √45 (≈ 8.708) or x = 2 - √45 (≈ -4.708)
Can you make 41 cents out of ten coins?
Yes. 5*1 cent 3*2 cents 1*10 cents 1*20 cents make 41 cents (in the Eurozone). The question did not exclude Euro and [Euro]cents.
How do you make 29 using 1 2 3 and 4 using bodmas?
(2(4 + 1) - 3)
What are the continuous division method of 82?
82/2 = 41/41 = 1 2 x 41 = 82
What 2 whole numbers can be multiplied to get 41?
1 and 41.
What is 41 divided by 2 in the form of a fraction?
20.5
What is 41 divided by 2?
20.5
