Which statement describes the behavior of the function f (x) = 3x/4-x
2 answers:
The graph approaches 0 as x approaches infinity.
Step-by-step explanation:
The behavior of the graph is presented by the function;
f(x)= 3x/4-x
Forming a table to see the behavior,
x f(x)
1 1
2 3
3 9
4 infinity
5 -15
6 -9
7 -7
8 -6
This shows that as value of x approaches positive infinity, the value of f(x) approaches 0.
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Keywords : statements, behavior, function, graph
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,so first split them into separate shapes (refer to pic) then calculate each one
I started with the triangle
8×6=48 and 48÷2=24 so the triangles area its 24
next the rectangle
12×8=96
and I did the triangle shape cut out of the square
4×3=12 12÷2=6 so its area is 6
and the squares area is 8×8=64
but u need to subtract 6 from 64 because that area is missing
then you get 64-6=58
then add all the areas
58+24+96 to get your answer of 178m
I started with the triangle
8×6=48 and 48÷2=24 so the triangles area its 24
next the rectangle
12×8=96
and I did the triangle shape cut out of the square
4×3=12 12÷2=6 so its area is 6
and the squares area is 8×8=64
but u need to subtract 6 from 64 because that area is missing
then you get 64-6=58
then add all the areas
58+24+96 to get your answer of 178m