Limits & Differentiation Limits of Functions II Lowersixth Science Mathematics

Froggy Jumps

Jugadas 0

Crear copia

Sobre esta actividad

Core differentiation topics practice.

Creada por

YAKILI LMS

Camerún

Descarga la versión para jugar en papel

Crea tu propio juego gratis desde nuestro creador de juegos

Compite contra tus amigos para ver quien consigue la mejor puntuación en esta actividad

Crear reto

OPEN UP 6 UNIT 1 VOCABULARY

karen blixen

España

(102)

Repasamos el vocabulario de la unidad
El valle de los lobos

Marcos Signes

España

(111)

20 preguntas de este maravilloso libro
Sabiduría animal

Educaplay Educational Resources

España

(15513)

Conviértete en un genio del Reino Animal
Quiz de Culpa mía película

Yamila Chavez

Argentina

(178)

Demuestra cuánto sabes sobre la película Culpa mía con este divertido quiz.
Salva a la Ranita

Melanie Rodriguez

Estados Unidos

(344)

Contesta las siguientes multiplicaciones correctamente para salvar a la ranita y evitar que caiga al agua, mucha suerte!

		%
	Anónimo	%
		%
		%

Imprime tu juego

Limits & Differentiation Limits of Functions II Lowersixth Science Mathematics


Froggy Jumps Limits & Differentiation Limits of Functions II Lowersixth Science MathematicsVersión en línea Core differentiation topics practice. por YAKILI LMS 1 What is the quotient rule formula for d/dx of u/v? a (uv' - u'v)/v^2 b (u'v - uv')/v^2 c (u' + v')/v 2 If y = (2x+1)/(x-3), y' equals? a (2(x-3) - (2x+1))/ (x-3)^2 b (2x-1)/(x-3)^2 c ((2x+1)'(x-3) - (2x+1)(x-3)')/ (x-3)^2 3 Which rule uses f(g(x)) derivative? a Quotient rule b Chain rule c Product rule 4 If y = sin(3x), y' = ? a 3cos(3x) b cos(3x) c sin(3x) 5 d/dx tan x is a 1/cos^2 x b sec^2 x c cos x 6 Derivative of cos x is a sin x b -sin x c -cos x 7 Derivative of \|x\| at x>0 is a 1 b -1 c 0 8 Derivative of \|x\| at x<0 is a 1 b 0 c -1 9 Implicit differentiation allows: a Solve y explicitly first b Differentiate only x c Differentiate without solving for y 10 If y^2 = x, dy/dx = a 1/(2y) b 2y c y/2x 11 Derivative of e^kx is a e^{kx} b k e^{kx} c e^{kx}/k 12 Derivative of ln x is a x b 1/ln x c 1/x 13 Chain rule example: d/dx of sin(2x) is a 2cos(2x) b 2sin(2x) c cos(2x) 14 If y = (x^2+1)^3, dy/dx = a 6x(x^2+1)^2 b 3x^2(x^2+1) c 3(x^2+1)^2 * 2x 15 Derivative of ln(x^2+1) is a 2x/(x^2+1) b x/(x^2+1) c 2/(x^2+1) 16 Quotient rule applies when differentiating a u+v b v/u c u/v 17 Derivative of arcsin x is a √(1-x^2) b 1/√(1-x^2) c 1/(1-x^2) 18 Derivative of arccos x is a 1/√(1-x^2) b -√(1-x^2) c -1/√(1-x^2) 19 Derivative of arctan x is a 1/(1-x^2) b 1/(1+x^2) c 1/x^2 20 Derivative of sqrt(x) is a √x b 2√x c 1/(2√x) 21 Implicit differentiation helps when a function is a Always explicit b Not easily solved for y c Linear 22 Derivative of x^n is a x^{n+1} b n x^{n-1} c n x^n 23 Derivative of a constant is a 0 b -1 c 1 24 Differentiating a product uv gives a u'v + uv' b u'v - uv' c u v' 25 Derivative of log base a of x is a ln x / a b a/x c 1/(x ln a) 26 Chain rule in form f'(g(x))g'(x) applies to a Composite functions b Linear equations c Rational functions 27 Derivative of sec x is a sec x tan x b cos x c sec x cot x 28 Derivative of csc x is a -csc x cot x b -sec x tan x c csc x cot x 29 Derivative of cot x is a -sec^2 x b csc^2 x c -csc^2 x 30 For y = u/v, dy/dx = a (uv')/v^2 b (u'v - uv')/v^2 c (u'v + uv')/v^2 31 If y = (3x+2)/(x^2+1), y' involves a Quotient rule b Chain rule c Product rule 32 Derivative of ln\|x\| is a x b 1/\|x\| c 1/x 33 Derivative of e^{ax+b} is a e^{ax+b}/a b e^{a}x+b c a e^{ax+b} 34 Derivative of e^{sin x} by chain rule is a cos x · e^{sin x} b e^{cos x} c sin x · e^{sin x} 35 Derivative of f(g(x)) is a f(g'(x)) b f'(x)·g'(x) c f'(g(x))·g'(x) 36 If y = cos(2x), y' = a -2sin(2x) b 2sin(2x) c -2cos(2x) 37 Derivative of \|u\| with respect to x is a u/\|u\| · du/dx b \|du/dx\| c du/dx 38 Total derivative uses a Chain rule and implicit differentiation b Only product rule c Only quotient rule 39 Derivative of x^0 is a 0 b 1 c x 40 Derivative of a constant multiple: d/dx(c·f(x)) a f(x)/c b c·f'(x) c f'(x)/c 41 Quotient rule requires a Only u differentiable b Both u and v differentiable c Only v differentiable 42 Derivative of arcsin x at x=0 is a 0 b -1 c 1 43 Derivative of arctan x at x=0 is a 0 b 1 c -1 44 Derivative of ln(u) is a u'/u b u/u' c u/ln u 45 Derivative of a constant inside abs value affects a Always 1 b Always 0 c Depends on sign of inner function 46 Chain rule is essential for a Nested functions b Linear functions only c Constants only 47 Derivative of x\|x\| is a x/\|x\| b 0 c 2x for x>0, 0 at x=0, 2x for x<0 48 Derivative of tanh x is a sech^2 x b tanh x c sech x 49 Derivative of cot x is a -sec^2 x b csc^2 x c -csc^2 x 50 Derivative of sec x is a sec x cot x b sec x tan x c tan x

Limits & Differentiation Limits of Functions II Lowersixth Science Mathematics

Froggy Jumps

Sobre esta actividad

Creada por

Descarga la versión para jugar en papel

Top juegos

Froggy Jumps

OPEN UP 6 UNIT 1 VOCABULARY

Froggy Jumps

El valle de los lobos

Froggy Jumps

Sabiduría animal

Froggy Jumps

Quiz de Culpa mía película

Froggy Jumps

Salva a la Ranita

Froggy Jumps

Limits & Differentiation Limits of Functions II Lowersixth Science MathematicsVersión en línea

por YAKILI LMS

What is the quotient rule formula for d/dx of u/v?

If y = (2x+1)/(x-3), y' equals?

Which rule uses f(g(x)) derivative?

If y = sin(3x), y' = ?

d/dx tan x is

Derivative of cos x is

Derivative of |x| at x>0 is

Derivative of |x| at x<0 is

Implicit differentiation allows:

If y^2 = x, dy/dx =

Derivative of e^kx is

Derivative of ln x is

Chain rule example: d/dx of sin(2x) is

If y = (x^2+1)^3, dy/dx =

Derivative of ln(x^2+1) is

Quotient rule applies when differentiating

Derivative of arcsin x is

Derivative of arccos x is

Derivative of arctan x is

Derivative of sqrt(x) is

Implicit differentiation helps when a function is

Derivative of x^n is

Derivative of a constant is

Differentiating a product uv gives

Derivative of log base a of x is

Chain rule in form f'(g(x))g'(x) applies to

Derivative of sec x is

Derivative of csc x is

Derivative of cot x is

For y = u/v, dy/dx =

If y = (3x+2)/(x^2+1), y' involves

Derivative of ln|x| is

Derivative of e^{ax+b} is

Derivative of e^{sin x} by chain rule is

Derivative of f(g(x)) is

If y = cos(2x), y' =

Derivative of |u| with respect to x is

Total derivative uses

Derivative of x^0 is

Derivative of a constant multiple: d/dx(c·f(x))

Quotient rule requires

Derivative of arcsin x at x=0 is

Derivative of arctan x at x=0 is

Derivative of ln(u) is

Derivative of a constant inside abs value affects

Chain rule is essential for

Derivative of x|x| is

Derivative of tanh x is

Derivative of cot x is

Derivative of sec x is