What is 18/100 written as a decimal?
Answers
Answer:
18/100 as a decimal is:
0.18
Hope this helps! （づ￣3￣）づ╭❤～
Step-by-step explanation:
Answer:
0.18
Step-by-step explanation:
18 divided by 100 is 0.18 18 divided by 1000 is 0.018
you move the decimal to the left when you divided a number by ten how many zeros is how many times you move the decimal. every number is a decimal like if you have a number 20 it actually looks like 20. so when you divide it by a 10 or 100 to move the decimal to the left the same number of zeros in 100 so that would be 0.20 hope you understand
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The screen is 2.85cm long.
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A- how many women were on the train
B- how many people were on the train all together
Answers
b) 18/121
c) 15/22
d) 22/131
Answers
Probability of picking a blue marble = 12/22 = 6/11
Probability of picking a yellow marble and a blue marble = 3/11 x 6/11 = 18/121
How many feet of fence did Reggie have at the beginning of the day?
A.
Start with 13.5. Add 2.5 to it. Add 6.75 to the sum. Then add 12 to the answer.
B.
Start with 13.5. Add 2.5 and 6.75 and 12. Add this sum to 13.5.
C.
Start with 13.5. Add 2.5 to it. Multiply 6.75 by 2 and add the sum and the product together. Then add 12 to the answer.
Answers
Left over fence: 13.5 feet
Used during the day:
2.5 ft - 1 pc
6.75 ft - 2 pcs
12 ft - 1 pc
Length of fence at the beginning of the day.
2.5ft(1) + 6.75ft(2) + 12ft(1) + 13.5ft(1)
2.5 ft + 13.5 ft + 12ft + 13.5ft = 41.5 ft
C.
Start with 13.5. Add 2.5 to it. Multiply 6.75 by 2 and add the sum and the product together. Then add 12 to the answer.
I believe it is C :) please tell me if i am wrong UvU
Answers
58+360n, for any integer n.
Explanation:
412° is more than 360°, which is a full circle. To find the smallest angle that is coterminal with 412°, we subtract 360° from it:
412-360 = 58°
This means that 58° is the smallest coterminal angle with 412°.
Every whole circle added on to this will also be coterminal with it. Again, a whole circle is 360°; this means that every 360° increment that is added to 58° will be coterminal with it.
To represent multiples of 360, we write 360n. Adding this to our original angle, we have 58+360n.
This works for positive and negative numbers; for example, if you use n = -1:
58+360(-1) = 58-360 = -302
Graphing this angle, we would go counterclockwise from the positive x-axis; we would land at 58°, so it would still be coterminal with 412°.
And then, if you add any whole number of 360s onto it,
you get the same angle again.
So it's 58+360n with n=any whole number
(n=0 doesn't work, so it's not 'integer'. '0' is an integer.)