Find the exact value of each expression
Find the exact value of each expression:\\ (a) sin-1(√(3)/2) = (b) cos-1(-1) =
Find the exact value of each expression:\\ (a) sin-1(√(3)/2) = (b) cos-1(-1) =
Simplify the expression (4n+3)!/(4n-3)!
Evaluate the expression i120 and write the results in the form a+bi the real number a equals? the real number b equals?
(1/(x+1))+(1/(x+2))/(1/(x+2))+(1/(x+3))=
evaluate the expression (-2-3i)/(1-2i) the real number a equals? the real number b equals?
Evaluate the expression (-1+2i)-(-8+4i) and write the result in the form a+bi the real number A equals= the real number B equals=
((1/x+1)+(1/x+2))/((1/x+2)+(1/x+3))= ()/()
Evaluate the expression (3-3i)(-1+3i) and write the results in the form a+bi the real number a equals= the real number b equals=
I know the answer to this is X2-16X+264=(x-8)2+200 But do not no how to write it out please help. Both twos are squared. Thank you
((x-5)/(x2-25))-((3)/(x+5)) where A and B are polynomials of degree as low as possible and the leading coefficient of B is 1
This is for my trig class, thanks for the help!
How do I write the expression in the standard form a + b I. ( 9-5 i) (3 + i) ?
If f(x)=int(3x), find: a. f(3.9)=? b. f(2.2)=? c. f(-2.8)=?
Use the product rule to simplify the expression. (-4x^4p^6)(6y^5x^2)
If x = -4, find the value of the expression 3x^2 -2x +1/x.
find the expression (67x)5x can be written as 6 f (x), where f (x) is a function of x. Find f(x).
Translate into variable expression.