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# What was it about "Masters of Sex" that made you sign on for the role?

View Full Interview# What is the integral of tan squared x cosine to the 5th power x dx?

Since you did not specify any limits of integration, I assume you are looking for the indefinite integral of this expression: tan2(x)cos5(x) with respect to x (dx). Using th…e following identity: tan(x) = sin(x) / cos(x) The original expression can be rewritten as: (sin2(x) / cos2(x))cos5(x) Which further simplifies to: sin2(x)cos3(x) Which can be expanded to: sin2(x)cos2(x)cos(x) Using the identity: sin2(x) + cos2(x) = 1 which implies: cos2(x) = 1 - sin2(x) which makes the expression from above able to be simplified into: sin2(x)(1 - sin2(x))cos(x) From here, you can use u-substitution by using the substitution: u = sin(x) du = cos(x) dx => dx = du/cos(x) So after u substitution: int(sin2(x)(1 - sin2(x))cos(x)) dx becomes: int(u2(1-u2)) du int(u2-u4) du From here, elementary antiderivatives can be used: anti(u2) = (1/3)(u3) anti(u4) = (1/5)(u5) which yields a final indefinite integral in u of: (1/3)u3-(1/5)u5 + C where C is the constant of integration (since this is an indefinite integral). Back-substituting with the u-substitution from before (u=sin(x)), the final indefinite integral in x is: (1/3)sin3(x) - (1/5)sin5(x) + C

# What power does professor x have from x men?

Telepathy. He can read minds. He shoot strong mind-blasts. He has the most powerful mind of all the mutants in the world.

# How do you integrate x power x?

e^x/1-e^x

# What is the derivative of 1 divided by x to the third power?

1 divided by x to the third power equals x to the negative third. The derivative of x to the negative third is minus three x to the negative fourth.

# What is 9 x 10 raised to power 9 divide 3 x 10 raised to power 4?

9000000000 / 3000 = 9000000/3 = 3000000 OR 3 x 106

# What is the Derivative of x to the power of x?

The solution to this is: (xx)'= (elnx to the power of x)'= (exlnx)'= (xlnx)'*exlnx= [x(1/x) + 1(lnx)]*exlnx = (lnx+1)*exlnx= (lnx+1)*xx

# What is the highest power of 5 that divides 90 x 80 x 70 x 60 x 50 x 40 x 30 x 20 x 10?

The tenth power.

# Y to the power x times y to the power x?

yx * yx = y2x. Using the law of exponents, we add the 2 exponents, getting you 2x rather than just 'x'.

# X to the 2nd power minus 16?

(x2 - 16) = (x + 4) (x - 4)

# X to the 2nd power minus 4x over x to the second power minus 16 divided by x to the 2nd power plus 2x minus 24 over x to the 2nd power minus 2x minus 24?

Answer Would you mind typing it out for me? I don't quite understand exactly what you are asking. For example, x to the second power minus 4x over x to the second pow…er minus 16 would be... x^2-4x/x^2-16 Do you mind typing it out like that? Because what you wrote makes no sense at all.

# X to the third power times x to the fourth power?

X to the 7th power. X^m*X^n=X^m+n That means when you multiply variables with the same base, you add the exponents.

Answered

# What is the result if you divide negative 12 x to the 8th power Y to the 8 power by 3 x to the 4th power Y to the 2nd power?

-12 x8 y8 / 3x4 y2 = -4 x4y6 First: divide -12 by 3 which equals -4 Second: divide x to the power of 8 by x to the power of 4 by subtracting the two powers ( 8-4 ) which …will equal x to the power of 4 Third: divide y to the power of 8 by y to the power of 2 by subtracting the two powers ( 8-2 ) which will equal y to the power of 6

Answered

# What is X to the 0 power over x to the -5 power?

X0 = 1 and X-5 = 1/X5 so, X0 / X-5 = 1/(1/X5) = X5

Answered

In Algebra

# What is the limit as x approaches infinity of x plus x to the 3rd power plus x to the 5th power all divided by 1 - x to the 2nd power plus x to the 4th power?

Infinity.

Answered

In Education

# What is x to the negative 2nd power?

X -2 same as saying 1/X2 ------

Answered

In Education

# What is x to the fifth power times x to the third power?

Use the properties of powers. In this case, you can combine powers with the same base, by simply adding the exponents.