Graph shows the location of the entrance to the state park each unit on the graph represents 1 km Ronaldo uses the Graph locate a waterfall . The waterfall is located 3 km to the left and 4 km down from the park entrance. Ronaldo says the order pair for the waterfall is (3, 9)
Based on the information given, the waterfall's coordinates should be (-3, -4) instead of (3, 9). The negative sign indicates that the waterfall is located to the left and down from the park entrance.
Ronaldo started at the point (6, 5) And moved blank in the horizontal direction and blank in the vertical direction Ronaldo made an error in blank the correct ordered pair for the waterfall is blank. Fill in the blanks based on my question I just asked.
Based on your question, Ronaldo started at the point (6, 5) and moved "3 units" in the horizontal direction (to the left) and "4 units" in the vertical direction (down). Ronaldo made an error in "stating" the correct ordered pair for the waterfall. The correct ordered pair for the waterfall should be (6 - 3, 5 - 4) which simplifies to (3, 1).
Ronaldo started at the point (6, 5) And moved three units left in the horizontal direction and four units down in the vertical direction. Ronaldo made an error in blank. The correct ordered pair for the waterfall is blank. Fill in the blank based on the first question I asked
Based on the first question you asked, Ronaldo made an error in stating the correct ordered pair for the waterfall. The correct ordered pair for the waterfall, based on Ronaldo's movements, would be (6 - 3, 5 - 4), which simplifies to (3, 1).
To locate the waterfall on the graph, we need to start at the park entrance and move to the left by 3 km and down by 4 km.
Since each unit on the graph represents 1 km, we need to move 3 units to the left (to the left means a negative value on the x-axis), and 4 units down (a negative value on the y-axis).
Therefore, the ordered pair for the waterfall should be (-3, -4) rather than (3, 9).