if a line is in a plane does that mean that all the points are in the plane or at least 1 point?
A line AB is in plane q and AB is perpendicular to plane p. Are planes p and q perpendicular?-I believ
csc^2x* secx = secx+cscx * cotx
i just need help proving they are identities, thanks-secx+cscx * cotx =
1/cosx + 1/sinx * cosx/sinx =
(sin^2 x + cos^2 x) / (cosx *sin^2 x) =
1/cosx * 1/ sin^2 x =
ok so this problem is based on the a^2+ b^2 is c^2 Please help me solve it and find n
And explain in steps how you got it
(n)^2 +(n+3)^2= (n+6)^2-n^2 + n^2 + 6*n + 9 - n^2 - 12*n - 36 = 0
n^2 - 6*n
sin theta
sec theta > 0 in quadrants 1 and 4
sin theta 0 = intersection of {3,4} and {1,4}
Quadrant 4.
My money is on quadrant 4. GO QUADRANT 4!-Which quadrant (in unit circle) does theta lie, i
y=(square root of x-3)
y=(square root of 2x+5)-7
f(x)=(square root of 9+x)
please help? Thanks.-ok so the square root of something cant be negative. So the thing under the radical has to be positive
Domain between 0 to 360.
It would be a great help if you could show the steps to getting the answer-sin 2x=1
=> 2*sin x*cos x =1
=> sin x*cos x=1/2
=> sin^-1 x= 1/2 and cos^-1 x=1/2
=>x= pi/6 and
Question:
List the factors in each expression: (a + b)12
I dont get it. Help, please!-If the 12 is a factor then all the factors are: (a + b) (2) (2) (3)
If the 12 is an exponent, then there are tw
I need a step by step answer please, this is an example Im working on to study for a midterm.-Note that the denominator factors to (x + 4)(x - 1), so, by Partial Fractions, we can write:
(x + 2)/(x^2
find the third of three consecutive odd integers such as that the sum of second and third is 48..
i know how to do the problem ..first we have to represent the three integers as:
first: n
second: n+2
first if i have 4x19 multiplied by square root x ^1 = 4x18? is that right?
second what is 20(4x^18)?
thanks!-neither...4 x^(19) * √ x = 4x^(19)[ x^(1/2) ] = 4 x^(19.5)
Suppose 5 cards of a poker hand are dealt one at a time without replacement. If the first two cards drawn are aces what is the probability two of the last three will be aces.-this is a conditional pr
I was sick today,so I didnt go to school.Being absent doesnt excuse me from the assignment though,since I have internet access.Todays lesson was about simplifying radical expressions like the one abov
Not sure how to do this problem, can someone please give a step by step answer?-Since the degree of the numerator exceeds that of the denominator, perform division first to get:
(2x^3 + x^2 - 8x - 1)/
Help! I do not understand. I want to know how to do it, so if you could try and show me some steps that would be greta. thank you so much i cant tell you how much it means to me!-f(x) = x^3+2x^2+cx+8