Get To 0 Before Being Counted Down To -3000!

1886.
Help until it drops to 1825. >.>

 

prove it then 1885

 

1884 1 sec

 

1883 k

 

1882, damn, parenthases would have been nice

 

wait hold up your gonna use some calc
1881

 

tan^2 (x) + (tan^2 (x))/(csc^2 (x) - 1) + tan (x) sec (x) = (1+sin (x))/(1-sin^2 (x))
Assuming
tan^2 (x) + (tan^2 (x))/(csc^2 (x) - 1) + tan (x) sec (x)
and
(1+sin (x))/(1-sin^2 (x))
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Upon graphing these, you can see that both lines don't match up. :/
y you give impossible equation

-1
Calculators work for this? O-o

 

whoops let me make it possible

rules:
PURE TRIG IDEN RULES
no calc
no desmos

kk

(cos^2 x + 1 + 2sinx + sin^2 x)/[(1+sinx)cos x] = 2 sec x

________________________________

Prove with trig idens
-1

 

bruh count
Also I got to use desmos to make sure both sides are equal, smh
Rule: cos^2(x)+sin^2(x) = 1
Simplify Original: (2 + 2sinx)/(1+sinx)(cosx)
Factor: 2/cosx [/ Top is 2(1+sinx) /]
Flip: 2secx [/ 2* (1/cosx) /]
Good enough for you?
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-1 to current num
Edit: Ew, that took 4 minutes to check and type? I'm rusty. :C

 

1878
ye

but i would also like you to participate in some math problems along the way, they are easier

1+1

 

1877
wym?

2
-----
sqrt(6!)

 

Rounded to nearest 3 digit
2.45
1876

2sin x + 1 = 0 find x

 

6! = 720. >.>
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1875
-----
sinx=0.5
x= 2pi(n)+pi/6 and 2pi(n)+5pi/6
Ew, hate not typing pi.
In degrees thats 30 and 150 respectively, adding/subtracting 360 degrees as you like.
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tanx=5/12 solve x
Edit: find the other 5 identites. If you reply that fast tho, then just find x. xd

________________________________

NO sinx=-0.5, gets me every time
7pi/6 and 11pi/6 or 210 and 330

 

1874

Sin = 5/13
Cos = 12/13
Tan = 5/12
Csc = 13/5
Sec = 13/12
Cot = 12/5


2+2*3-2

kk gtg

 

1873
cya~
2+2*3-2=2+6-2=6
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x^2+14x-51
Solve for x

 

1872

(x-3)(x+17)
x=3, -17

FACTOR

x^2-1

 

(x+1)(x-1)
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What type of mayh class are you in btw?
1871
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Divide
(x^3-4x^2+2x-3)/(x-2)

 

1870
precalc

doesnt simplify nice :( x^2 - 2x - 2 - (7/x-2)

also idk why i wanted you to do math, just random things

so ima stop with one last one

1*1*1^0 * 1 * 2

 

1869
Oof, I thought it did. xd
that 0 almost thre me off, ngl.
2

 

1868