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The curve C has equation
y = arsinh (x3), x ≥ 0.
The point P on C has x-coordinate √2.
(a) Show that an equation of the tangent to C at P is
y = 2x - 2 √2 + In(3+ 2√2).
The tangent to C at the point Q is parallel to the tangent to Cat P.
(b) Find the x-coordinate of Q, giving your answer to 2 decimal places.
Determine the quadratic number fields Q[sqrt(d)] that contain a primitive nth root of unity, for some integer n.
Find the exact value of tan (α - β), cos 2α, and sin β/2 under the given conditions: cos α =√5/5, 0
When solving a rational equation, why it is OK to remove the denominator by multiplying both sides by the LCD and why can you not do the same operation when simplifying a rational expression? Please share an example.
Using mathematical induction, prove or disprove that all checkerboards of these shapes can be completely covered using right triominoes whenever n is a positive integer.
Find the inverses of the equations
Let G be a finite group with the property that all of its proper subgroups are Abelian. Let N be a proper normal subgroup of G. Show that either N is contained in the center of G or else G has a normal subgroup H which is a maximal subgroup o..
Simplify for the unknown variable
identify each of the following as examples of nominal ordinal interval or ratio scales of measurement.a poll of
Total annual rainfall in the town of Spring Valley follows a normal distribution. The average annual rainfall is 18 inches, with a standard deviation of 6 inches. In one particular year
What is the length of BF, in centimeters and how many exams has Jeff taken so far and what is the total area of the surface of the cube that is NOT red?
Solve the following equation
from a survey of 100 college students a marketing research company found that 55 students owned ipods 35 owned cars and
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