The terminal point determined by t is (3/4, squareroot 7 over 4)

Graph f(x)=3x26x+5 by using its properties.

Write the quadratic function in f(x)=a(xh)2+k form whose graph is shown.

Factor: q2+10q+24 .

15. A carpenter needs to tile a rectangular floor whose width is (t -3) ft and length is (t2 + 3t +9) ft. How big is the floor that needs to be totally covered with the tiles? A. (t3 + 3t3 +9t) square feet B. (2t2 - 3t - 18) square feet C. (t3 - 27) square feet D. (t + 27) square feet

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(b) Consider the quadratic form q = 2x7 +x3 – 4x1¤2+4x2x3. Find a change of variables that will diagonalize q. What is the resulting diagonalized quadratic form?

3.) State the degree of each polynomial function. 4 3 a.) p(x) 4x5 - 3x² + 2x²³ - = - x + 1 14

helpp....i did half

Find the maximum area of a rectangle that is inside of the triangle formed by the x-axis and the lines y=-3x + 12 and y = 3x + 12. The base of the rectangle is on the x-axis and the two upper vertices are on the lines y=-3x + 12 and y = 3x + 12 as shown in the illustration.