100 degrees - 36 degrees 18 minutes 52 seconds = what

100 degrees - 36 degrees 18 minutes 52 seconds = what

First turn 100 degrees into 99 ° 59 '60', and then subtract again. 100 degrees - 36 degrees 18 minutes 52 seconds = 63 degrees 41 minutes 8 seconds

Miller's got 8 minutes with 18 seconds left. How come 8.9 seconds get 8 minutes? They say it's 8 minutes in the last 8.9 seconds, and it's more than 18 seconds to watch the video. It's very common. Compared with T-Mac when he's crazy, 35 seconds and 13 minutes are more incredible Crazy wood, you cover a 3 + 1, show me, you score 4 3 points in a row for us to see Miller, he's 8 seconds and 8 minutes. It's not like a blind cat meeting a dead mouse. So how can he have 2880 minutes in a game? How do you two have the same answer? Where are you going?

Two different games. Watch it yourself

One and three eighths = what time, how many minutes, how many seconds One and three eighths = how many ° how many 'many'

One and three eighths are not time units and can not be Mutualized

Simplification: Tan (π / 8) + 1 / Tan (π / 12)

tanα=sinα/cosα
=2s²inα/(2sinαcosα﹚
=[1-cos(2α﹚]／sin﹙2α﹚
∴tan(π/8)=√2-1
1/tan(π/12)=2＋√3
∴tan(π/8)+1/tan(π/12)=√2＋√3＋1

tanπ/8+tan5π/12= Can you work out the specific results?

tan13π/24

Calculate the value of Tan π / 12

tan(π/12)
=sin(π/12)/cos(π/12)
=2sin²(π/12)/[2sin(π/12)*cos(π/12)]
=[1-cos(π/6)]/sin(π/6)
=(1-√3/2)/(1/2)
=2-√3

The value of Tan (- 7 π / 12) is

2 + radical 3

Tan school / 12

tanπ/12=tan15°.
=tan(45°-30°).
=(tan45°-tan30°)/(1+tan45°*tan30°).
=(1-√3/3)/(1+1*√3/3).
=(1-√3)/(1+√3).
After the denominator is rationalized and simplified, the following results are obtained:
tanπ/12=2-√3.

Simplifying Tan (5 schools / 12)

tan5π/12=tan(π/6+π/4)
=(tanπ/6+tanπ/4)/(1-tanπ/6*tanπ/4)
=(√3/3+1)/(1-1*√3/3)
=(√3+3)/(3-√3)
=(√3+3)^2/6
=(12+6√3)/6
=2+√3

The value of the special angle of Tan Like 45 degrees, 60 degrees

30° V3/3
45° 1
60° V3