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Questions (23)
A thin triangle has vertices (0,0), (1,0), and (0,2). Let the density function at any given point on the triangle be represented
0 answers
1,244 views
Let z be a complex number such that
z=2(cos3∘+icos87∘). Then z^6 can be expressed as r(sinα∘+icosα∘), where r is a real
3 answers
441 views
Given w=2+2i and v=−5√3+5i,
vw^2 can be expressed as r*(cos(α∘)+i*sin(α∘)), where r is a real number and 0≤α≤360.
2 answers
418 views
In polar coordinates,
the graph r=sin(θ)/cos^2(θ) represents the function y=(a_n)*x^n+(a_(n−1))*x^(n−1)+…+a_0 in
1 answer
497 views
A polynomial function f(x) has degree 6 and has real coefficients. It is given that 3, 2, 11−3i, and 11+28i are roots of f(x).
1 answer
660 views
a and b are integers such that the polynomial f(x)=x^4−4x^3−8x^2+ax+b has 1+2i as a solution to f(x)=0. What is the value of
1 answer
361 views
If f(x) is a polynomial with real coefficients such that f(8+8i)=38+9i, then f(8−8i)=a+bi. What is the value of a+b?
3 answers
396 views
For how many ordered triples of positive real numbers (a,b,c), do the equations ax^2+2bx+c, bx^2+2cx+a and cx^2+2ax+b each have
1 answer
485 views
The following three sets A,B and C satisfy A ⊂ B and C ⊂ A:
A={x∣(x−3)(x^2−20x+75)>0}, B={x∣x>α}, C={x∣x>β}. If
0 answers
391 views
What is the maximum integer value of n, where n<148,
that satisfies the following inequalities: sin(pi/2+(pi*n)/74)<0 and
2 answers
409 views
Let f(x)=cos(pi*x/3)
g(x)=1^x+(−1)^x h(x)=f(x)⋅g(x) where x is a positive integer. Given that h(x) has a range of exactly 3
2 answers
436 views
The remainder that the polynomial f(x) leaves upon division by x−1 and x−2 is 2 and 3, respectively. If the remainder f(x)
0 answers
451 views
Given that the quadratic polynomial f(x)=3x^2+ax+b has real coefficients and f(x)=0 has a complex root 8+5i, what is the value
2 answers
419 views
Suppose x and y are real numbers satisfying
x(x+i)+y(y+i)−6(8+i)=0. What is the value of x^3+y^3?
1 answer
464 views
1+(2/i)+(3/i^2)+(4/i^3)+⋯+(n/i^(n−1))=29+28i
what is the value of n? n is positive value
1 answer
293 views
Given that a and b are real numbers such that the follwoing quadratic equation x^2+(a+6i)x+b+12i=0 has a repeated root, what is
1 answer
428 views
For how many ordered triples of positive real numbers (a,b,c), do the equations ax^2+2bx+c, bx^2+2cx+a and cx^2+2ax+b each have
0 answers
528 views
If z is a non-real complex number and z^2−26z is a real number, what is the value of z+z¯?
z¯ denotes the conjugate of the
1 answer
439 views
What is the maximum integer value of n, where n<148,
that satisfies the following inequalities: sin(pi/2+(pi*n)/74)<0 and
0 answers
354 views
Let f(x)=cos(pi*x/3)
g(x)=1^x+(−1)^x h(x)=f(x)⋅g(x) where x is a positive integer. Given that h(x) has a range of exactly 3
1 answer
354 views
Let f(x)=x2−1. How many distinct real roots are there to f(f(f(x)))=0?
1 answer
432 views
A plane flies horizontally at constant ground speed v=720km/h. The pilot is informed by an air traffic controller that he must
9 answers
943 views
A helium-4 atom falls from a height h into a tank of gaseous helium atoms at 300 K. What is h in meters if the temperature of
16 answers
778 views
Answers (15)
waaaaaa thx steve
i found that r = 64 and α is 18; any one can clarify this ?
i found -40i(sqrt(3)-i) -80i(1/2sqrt(3) -i) 80(1-i*sqrt(3)/2) then i found that r= 80 and α is -120∘ but r+a must be positive integer where is the wrong one
29 sir
So it would be 110 ? or which n is in QII
sory sir, but it says incorrect
219 sir
how you do that
33.54 is incorrect
how you solve that
i've told you in my post just check my question page
i've tell in my post
it's about 95.5
all of that was wrong, i got my answer true
it's about use the Ek = Ep and V is using the root mean square velocity