Question

step 1 of 5: find the lowest state electoral college vote total. round your answer to the nearest hundredth, if necessary.
electoral college votes
states
colorado: 9
georgia: 16
louisiana: 8
new hampshire: 4
pennsylvania: partially visible
tennessee: 12

Explanation:

Step1: Identify values from the bar graph

The electoral votes for each state: Colorado = 9, Georgia = 16, Louisiana = 8, New Hampshire = 4, Pennsylvania (let's assume the visible part or given, but wait, the problem says "find the lowest state Electoral College vote total". Wait, the states are Colorado (9), Georgia (16), Louisiana (8), New Hampshire (4), and others. Wait, New Hampshire has 4, Louisiana 8, Colorado 9, Georgia 16, and the last one (maybe Tennessee? Wait, the label is partially visible, but New Hampshire has 4, which is the lowest among 4,8,9,16,12 (wait, the last bar is 12? Wait, the graph: New Hampshire (4), Louisiana (8), Colorado (9), Georgia (16), and another with 12, and Pennsylvania? Wait, no, the y-axis labels: Colorado, Georgia, Louisiana, New Hampshire, [another], [another]. Wait, the values are 4 (New Hampshire), 8 (Louisiana), 9 (Colorado), 12 (maybe Tennessee), 16 (Georgia), and Pennsylvania? Wait, no, the problem is to find the lowest state's electoral vote total. So among the given, New Hampshire has 4, which is the lowest. Wait, but maybe I misread. Wait, the states: New Hampshire (4), Louisiana (8), Colorado (9), Georgia (16), and two others (one with 12, one with more). So the lowest is New Hampshire with 4.

Step2: Confirm the lowest value

Check all the vote counts: 4 (New Hampshire), 8 (Louisiana), 9 (Colorado), 12 (maybe), 16 (Georgia). So 4 is the lowest.

Answer:

4 (from New Hampshire)