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Yes, an apple is made up of segments, which are the individual sections that contain the fruit's seeds and flesh. These segments are typically arranged in a circular pattern around the core of the apple. When you cut an apple in half, you can see these segments clearly, often referred to as carpels, which help in the development of the seeds.
Perhaps with a protractor
The center of a circle.
Multiply the previous number of segments by 2.
8 collinear points determine 28 unique line segments
Cut each apple into fifths (creating 90 1/5 segments). Then, give each kid 9 segments.
Counting the whole square as iteration 0, there are 46 = 4096 segments after iteration 6.
i think the way you can determine the number of seeds in an a apple is of its density
To determine which groups can reallocate transactions to which accounting code segments
To determine if two segments are congruent, you can measure their lengths using a ruler or a measuring tool. If both segments have the same length, they are congruent. Alternatively, in a geometric context, you can use the properties of shapes or theorems to establish congruence without direct measurement. If the endpoints of the segments are the same or can be shown to coincide through transformations (like translation or rotation), the segments are also congruent.
Segments of equal length are congruent segments.
congruent segments are the same segments.