Hyperion$,$Inc$.,$ currently sells its latest$$ high$-$speed color$$ printer, the Hyper$500,$ for $ $350$$$350.$ It plans to lower the price to $ $300$$$300$ next year. Its cost of goods sold for the Hyper $500$ is $ $200$$$200$ per$$ unit, and this$$ year's sales$($at the current price of $ $350$$$350)$ are expected to be $20$ comma $00020,000$ units. a$.$ Suppose that if HyperionHyperion drops the price to $ $300$$$300$ immediately$($rather than waiting one$$ year$),$ it can increase this$$ year's sales by $25\%25\%$ to $25$ comma $00025,000$ units. What would be the incremental impact on this$$ year's EBIT of such a price$$ drop? b$.$ Suppose that for each printer$$ sold, HyperionHyperion expects additional sales of $ $75$$$75$ per year on ink cartridges for the$$ three$-$year life of the$$ printer, and HyperionHyperion has a gross profit margin of $70\%70\%$ on ink cartridges. What is the incremental impact on EBIT for the next three years of such a price$$ drop? Question content area bottom Part $1$ a$.$ Suppose that if HyperionHyperion drops the price to $ $300$$$300$ immediately$($rather than waiting one$$ year$)$ it can increase this$$ year's sales by $25\%25\%$ to $25$ comma $00025,000$ units. What would be the incremental impact on this$$ year's EBIT of such a price$$ drop? The change in this$$ year's EBIT is $$$$ $500,000$