A because two negatives make a positive
First one: If the leading coeff. is negative, the graph begins in Quadrant III and ends in Quadrant IV. It's an even function. The fourth graph represents it.
If the leading coeff. is positive, but everything else remains the same, the graph opens upward, beginning in Q II and ending in Q I.
Slope is m given the general formula y=mx+b.
For this equation slope is -2
Sorry could not type exponents
Answer:
B
Step-by-step explanation: