Calc AB Math stuff duel | Quizaroo

sin(x)/x as x -> 0 1

x/sin(x) as x -> 0 1

a^x ln(a)

1

Limit of 1/x as x -> 0 Undefined

Limit of |x|/x as x -> 0 DNE

Limit of |x|/x as x -> 0

Derivative of arcsin(x)

Derivative of loga(x) 1/(xln(a))

Derivative of arctan(x) 1/(1+x^2)

Infinity

Derivative of cosecx -cosecxcotx

Limit of sin(1/x) as x -> 0

Integral of a^x (1/ln(a)) * a^x + C

secxtanx

Derivative of arcsec(x) 1/(x * sqrt(x^2-1))

Infinity

sin(A-B)= sinAcosB-cosAsinB

1/(1+x^2)

a^x ln(a)

sin(5x)/2x as x -> 0 5/2

Limit of sin(1/x) as x -> 0 DNE

sin(2x) 2sinxcosx

Derivative of arcsin(x)

Derivative of tanx

sin(5x)/5x as x -> 0 1

5/2

Integral of 1/sqrt(a^2 - u^2) arcsin(u/a) + C

Undefined

Derivative of cotanx -(cosecx)^2

-(cosecx)^2

Integral of a^x (1/ln(a)) * a^x + C

Derivative of tanx (secx)^2

secxtanx

Limit of 1/(x^2) as x -> 0 Infinity

Derivative of arcsec(x) 1/(x * sqrt(x^2-1))

DNE

cos(A+B)=

Derivative of cotanx -(cosecx)^2

1

Derivative of arcsin(x) 1/sqrt(1-x^2)

5/2

Derivative of loga(x) 1/(xln(a))

a^x ln(a)

Derivative of arcsec(x) 1/(x * sqrt(x^2-1))

Derivative of arctan(x) 1/(1+x^2)

sin(A+B)=

x/sin(x) as x -> 0 1

Limit of 1/(x^2) as x -> 0 Infinity

cos(2x)

Integral of 1/sqrt(a^2 - u^2)

Derivative of secx

Derivative of cosecx

Integral of a^x (1/ln(a)) * a^x + C

sin(2x) 2sinxcosx

sin(A-B)= sinAcosB-cosAsinB

sin(x)/x as x -> 0 1

Derivative of a^x where a is a constant a^x ln(a)

sin(5x)/5x as x -> 0 1

Limit of |x|/x as x -> 0 DNE

Incorrect!

Incorrect!

Player 1 wins!

Player 2 wins!

Duel!