To solve this problem, we need to find the coordinates for each flower on the grid.
Understanding Coordinates:
A coordinate is written as a pair of numbers in parentheses: $(x, y)$.
- The first number ($x$) tells you how far left or right the item is from the center (0). Left is negative (-), Right is positive (+).
- The second number ($y$) tells you how far up or down the item is from the center. Up is positive (+), Down is negative (-).
Let's locate each flower step-by-step:
1.
Red Rose (bottom left): Look at the x-axis; it aligns with -4. Look at the y-axis; it aligns with -4. So, $(-4, -4)$.
2.
Sunflower (top middle-right): It is at x = 2 and y = 4. So, $(2, 4)$.
3.
Yellow Flower (middle right): It is at x = 3 and y = -2. So, $(3, -2)$.
4.
Red Poppy (far right): It is at x = 5 and y = -2. So, $(5, -2)$.
5.
Yellow Orchid (left side): It is at x = -4 and y = 1. So, $(-4, 1)$.
6.
Dark Red Rose (bottom middle-left): It is at x = -2 and y = -2. So, $(-2, -2)$.
7.
Blue/Green Daisy (center right): It is at x = 1 and y = 1. So, $(1, 1)$.
8.
Pink Lotus (bottom right): It is at x = 4 and y = -4. So, $(4, -4)$.
9.
Red Anthurium (top left): It is at x = -3 and y = 4. So, $(-3, 4)$.
10.
Light Blue Flower (top middle-left): It is at x = -1 and y = 2. So, $(-1, 2)$.
11.
Pink Tulip (top right): It is at x = 4 and y = 3. So, $(4, 3)$.
12.
White Daisy (bottom center): It is right on the vertical line (x=0) and down at y = -3. So, $(0, -3)$.
All the flowers have been located and their coordinates matched correctly.
Final Answer:
The coordinates for the flowers are:
- Red Rose: $(-4, -4)$
- Sunflower: $(2, 4)$
- Yellow Flower: $(3, -2)$
- Red Poppy: $(5, -2)$
- Yellow Orchid: $(-4, 1)$
- Dark Red Rose: $(-2, -2)$
- Blue/Green Daisy: $(1, 1)$
- Pink Lotus: $(4, -4)$
- Red Anthurium: $(-3, 4)$
- Light Blue Flower: $(-1, 2)$
- Pink Tulip: $(4, 3)$
- White Daisy: $(0, -3)$
Parent Tip: Review the logic above to help your child master the concept of coordinate plane worksheet pictures.