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112 Answered Questions for the topic tangent

Tangent

24d

Find the plane which is tangent to a surface at a point.

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Tangent

11/26/19

If sinx cosx = 2/5 and tan x = 1/2, then sin^2x =

If sinx cosx = 2/5 and tan x = 1/2, then sin2 x= A. 1/5 B. 2/5 C. sqrt(5)/5 D. 2sqrt(5)/5 E. 3/5

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Tangent

09/26/19

Use implicit differentiation to find the slope of the tangent line to the curve defined by xy^3+2xy=60 at the point (5,2)

I would appreciate if all work is shown with detailed steps! Provide the answer to the slope of the tangent line to the curve at the given point is _____.

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Tangent

09/26/19

Find the slope of the tangent line to the curve defined by 9x^3+4xy−6y^2=1752 at the point (6,−4).

This is a derivative but I don't know how to do this question! I would appreciate if all work is shown with detailed steps! Provide the answer to the slope of the curve at the point (6,-4) is_____.

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Tangent

09/26/19

Find the slope of the tangent line to the curve defined by x^6+6xy+4y^2=176 at the point (2,4).

This is a derivative but I don't know how to do this question! I would appreciate if all work is shown with detailed steps! Provide the answer to the slope of the curve at the point (2,4) is_____.

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Tangent

09/26/19

Find a equation of the tangent line at the point specified.

y=e^xcosxx=0

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Tangent

07/09/19

Tangent and Cotangent

Why are tangent and cotangent sometimes undefined?

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Tangent

07/09/19

If cos^2sin^4x= A+Bcos2x+Ccos4x+Dcos2xcos4x, then A= B= C= D=

Please tell me how you got it by showing steps!! what does A, B, C, and D equal in the second equation?

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Tangent

07/08/19

Sine Cosine and Tangent

Why can sine and cosine never be greater than 1? Why is it that cosecant and secant should be greater than 1? Why are tangent and cotangent sometimes undefined?

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Tangent

07/07/19

Write −6sin(8t)+5cos(8t) in the form Asin(Bt+ϕ) using sum or difference formulas. −6sin(8t)+5cos(8t) =

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Tangent

07/07/19

If sinx+cosx=sqrt(2)sin(x+Aπ), then the number 0<A=___________ <2

please provide all steps for the solution

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Tangent

07/07/19

Use the product to sum formula to fill in the blanks in the identity below: sin(7x)cos(4x)=1/2(sin(_x)+sin(__x))

please provide all steps for the solution

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Tangent

07/07/19

Use the product-to-sum formula to find the exact value: If cos37.5∘sin7.5∘=(√A−B)/4, then A= B=

please provide all steps for the solution

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Tangent

07/07/19

Use the product-to-sum formula to find the exact value: If 2sin52.5∘sin97.5∘=2√+A√2, then A=

please provide all steps for the solution

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Tangent

07/07/19

Use the sum-to-product formula to simplify the expression: If sin41∘+sin19∘=sinA∘,0<A<90, then A= ____degrees

please provide all steps for the solution!!!!

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Tangent

07/02/19

Express in terms of x: sin(2arctan(x))

PLEASE give clear steps! Thank You!If the answers ends up having square roots, can you simply it where it does not

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Tangent

05/19/19

Tangent of a Parabola

Find the value of c such that y=x+c is a tangent to the parabola y=x^2-x-12.

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Tangent

04/18/19

Math help please!

shown below, .Prove .

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Tangent

02/18/19

FInd the measure of the segment

􏰀M has radius 4.From external point E,a tangent is drawn meeting 􏰀M at T. Line ET has length 1/3 the length of line EM. Find ET.

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Tangent

09/07/18

If tanx=−0.5 then tan(pi+x) = ?

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Tangent

09/01/18

what is the domain of y=sqrt(tan(x))

y = sqrt ( tan(x) )

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Tangent

08/30/18

The line L is a tangent to the circle x^2+ y^2= 45 at the point (–3, 6). The line L crosses the x-axis at the point P. Work out the coordinates of P.

i’m very confused

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Tangent

06/28/18

Find the exact value of sin 2θ, cos 2θ, and tan 2θ and the quadrant in which 2θ lies. Cos θ=-20/29, θ is in quadrant III?

Thank you!

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Tangent

06/07/18

Find all values of x

1.) Find all values of X that satisfy the equation sin^2(x)=2cos(x)+2 in the interval 0≤x<2pi 2.) Find all values of x in the interval 0≤x<2pi that satisfy the equation... more

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Tangent

06/06/18

prove the following identity: 2sin^2(x)/sin2(x)+cot(x)=sec(x)csc(x) please note that the cot(x) is not with the sin2(x) as a part of the denominator. The 2sin^2(x)/sin2(x) is its own fraction.... more

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