Which algebraic rule describes the 90° clockwise rotation about the origin?
2 answers:
Answer:
(x,y) ---> (y,-x)
We switch the x and y values, and make the x value the opposite.
Step-by-step explanation:
We are basically shifting the entire graph by aplying these changes.
By inverting the x and y axis, we are changing the domain and range of the function. We are switching the original values.
By multiplying by -1 we are effectively changing the orientation 180 degrees.
Lets do an example with
y = sin(x)
picture 1
x = sin(y)
picture 2
x = -sin(y)
picture 3
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Answer:
ok so we know that a triangle is 180 degrees.
so i can take the info and figure out the f,g,d,i all equal 90 degrees so i can figure out that 90+51=141
180-141=39
so angle a is 39
the two bigger triangles are equal and the two smaller ones are equal...
so we know that
a=39
b=62
c=51
d=90
e=39
f=90
g=90
h=28
i=90
Step-by-step explanation:
