Which system of equations does this graph represent?
@welshfella
(A) \[y = x^2 − 6\] \[y= -x - 4\] (B) \[y = x^2 + 6\] \[y = x + 4\] (C) \[y = x^2 + 4\] \[y = -x + 4\] (D) \[y = x^2 - 6\] \[y = x - 4\]
@welshfella help
im pretty sure it is D
how do you know @heacain
the curve is obtained by translating y = x^2 6 uniits down
so it is D
i used a graphing calculator to figure it out if you want to know search for desmos calculator put in the equations and see what ones match the graph
you cant decide on D yet y = (x - 6)^2 is correct but you have to decide which one is the straight line
y = x - 4 or y = -x - 4 which one of these has a positive slope?
x-4
positive slope is / negative is \
yah i know
yes y = x-4 has positive slope of 1 compare it with general form , where m = slope:- y = mx + c a positive m means a positive slope y = x - 4
do you want to see what i did?
@beacam - its best that we show how to solve this problem from the theory of graphs rather than by using software.
yes but they give you software to use for this reason also
software can help you confirm the theory but it doesn't teach you the basic principles
you are correct i agree
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