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A triangle has corners at #(1, 6 )#, ( 1 , 2)#, and #( 7, 1)#. If the triangle is reflected across the xaxis, what will its new centroid be?

For which nonzero real values of #x# is #x^5 = (x)^5# ?

How do you solve the inequality #5q+9>24#?

Write and solve an equation to find the answer?

Express the Distance d between the plane and the top of the control tower as a function of x?

How does the Fibonacci sequence relate to Pascal's triangle?

If #f(x)=3x^2# and #g(x)=(x9)/(x+1)#, and #x!=1#, then what would #f(g(x))# equal? #g(f(x))#? #f^1(x)#? What would the domain, range and zeroes for #f(x)# be? What would the domain, range and zeroes for #g(x)# be?

How do you long divide #(x^2  xy + y^2) /( x+y)#?

What is radius of a diameter with endpoints of (6,4) and (6,2)?

How do you simplify #((a+b)! )/ ((a + b  1)!)#?

What does this "Romeo and Juliet" quote mean: "Would I were sleep and peace, so sweet to rest!" It is an example of cacophony but what does it mean?

How do you prove #10sin(x)cos(x)=6cos(x)#?

How could I use the word "cliche" in a sentence?

Which is the BEST statement of theme of these lines from the passage?

How do you find the domain and range of #f(x) = x/(x^2 +1)#?

How do you solve #17+ 3y + 7y \geq 19+ 16y#?

How do you subtract like terms in #(4x ^ { 2} + 3x  1)  2x ( x ^ { 2} + 4x \div 2)#?

How do you solve #((x^3y)/(2z))^2#?

How do you simplify #7(2x8)#?

What is the distance between #(1,4)# and #(7,5)#?

What is the domain and range of #p(x)= root3(x6)/sqrt(x^2  x  30)#?

What is# (2x^2y^4)^3#?