Complete the following table by choosing the correct value representing the portion of students that is both female and African-American in fraction, decimal, and percent form. Fraction Decimal Percent Female and African-American 1/25 0.08 8% The portion of students that are male and Hispanic is . Which of the following represent fractions that are equivalent to 3,000 3,000 ? Check all that 15,000 apply. 6,000 30,000

Q: Can you do the rest #2-6

A: Using the given test we show that the series is convergent.

Q: Questionzi y²-ZY-% yzt 51-36

A: The given expression,     y2-2y-8y2+5y-36

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A: Given: The system of equations 2x+6y=4 5x+15y=10 To find: Solution to the given system by method…

Q: Find the value of 3(2x+3+y)-14 when x=-2 and y=9.

A:

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A: Given that: ∫xx2-2x+5dx

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A: The given expression is -12b-16

Q: 5. Use the substitution method to evaluate r1 5xe32+2 dr. 0.

A: To determine the value of the integral.

Q: J; x² x² - 1 4 dx

A:

Q: メ-1x-1 2.

A: For a function g(x) and its derivative f(x) such a way that; Then; where C is the integration…

Q: y (8x² + 11x-4) 1¹0

A:

Q: Determine the following value: F20 + F30 1. 2. F34 3. F67

A:

Q: you please also do (d), (e), (f)?

A: Solution:-d) p(x<1)= e)

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A: We want to find Derivative of given function.

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A: As already found in the given answer s = 0Now,

Q: dy dx

A:

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A: Using addition of two points.

Q: why is it -d +e -f and not +d -e +f?

A:

Q: 2x + y - 5 = 180 2x + z + 5 = 180 x + y +z = 180   Find  x,y and z.

A:

Q: 2x + y = 5 X - y = 1 Use substitution method

A:

Q: cosh(2x + 9)dx

A: on doing integration with respect to x we will get

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A: To find the integration

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A: The general form of a second-order nonhomogeneous differential equation is given by…

Q: 23. In the figure, the shaded region bounded by the curve y = 8 - and the line y = a (where 0 <as 8)…

A:

Q: I can't see the answer for b

A: From the given diagram:

Q: y =58x +564 y =730x +217

A: Given,  The system of equations  y = 58x + 564 y = 730x + 217  We have to solve the equations using…

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A: As per guideline we have to solve

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A: double integrals

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A:

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A:

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A: Let the lines be l and m and the angles be X and Y.

Q: (b) 2e³ ez

A: We need to condense the expression.