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What is the image point of (2,7) after a translation left 4 units and up 2 units?
(2,7) T -4,2 (-2,9)
Classify the expression below.
12x2+9x-18
Quadratic Trinomial
Show the following expression in standard form.
16x2 + x - 15 - 40x3 + 1/2x5
1/2x5 - 40x3 + 16x2 + x - 15
Solve and write in Standard Form
x30(30x2 + 7 - 4x)
30x32- 4x31 + 7x30
The image of the point (4,4) is under a translation of (x+6,y+0). Find the coordinates of image of the point (1,-4) under the same translation.
(1,-4) ---->(7,-4)
What are the pre-image coordinates of the point (5,-6) after a dilation by a scale factor of 6/6
(5,-6)
-4x2 (-7 - 2x2+ 3x3) + ( 4x2 - 9x3)
-12x5 + 8x4 - 9x3 + 32x2
Solve
24(x+k) + a
16x + 16k + a
The pre-image point of (3,-8) is now (-1,-4). Find the coordinates of the image point (-6,-3) under the same translation.
(-2,1)
What is the rule for a 90° clockwise rotation
(x,y)———>(y,-x)
Given f(x)=49x - 118, solve for x when f(x)=-19
x=99/49 or 2.02
(2a2+3a-1) - (2a2+5a+1)
-2a-2
The image point of B1 after a translation of one unit to the right and one unit down is (8,1). Determine the coordinate of the pre-image of the point B
(-7,2)
Classify the expression below.
7x10 + 4x2
10th degree Binomial
4(8-6x+13x2-7x3) - (38x3-27x+71)
-66x3 + 52x2 + 3x -39
Find the Image of K (3,-7) after the dilation by scale factor of 7.
K’ (21,-49)
Given an image point of A (7,8). What is A’’ after a translation of (2, -3) then a reflection over the Y axis.
(-9,5)
The image point of (-2,4) rotate 180° counterclockwise followed by a reflection over the X axis. What is its final position.
(2,4)
Destiny has a garden. She want to put the 3 of the same boxes together side-by-side with the length sides touching. Find the area of the three squares with a length of 2x3+12 in a width of x2+8.
6x5 +48x3+36x2+288
What are the rules for a 90 counter clockwise rotation?
(x,y)———>(-y,x)