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mossy rose gallfly - translation to russian
SPECIES OF PLANT
Mossy Sandwort; Mossy sandwort
mossy rose gallfly
общая лексика
орехотворка розанная (Rhodites rosae)
rosehip
![Dog rose]] showing the bright red hips](https://commons.wikimedia.org/wiki/Special:FilePath/Rosa rubiginosa hips.jpg?width=200 "Dog rose]] showing the bright red hips")
![Rose hip jam]] on a bread roll](https://commons.wikimedia.org/wiki/Special:FilePath/Rose hip jam on a bread roll.jpg?width=200 "Rose hip jam]] on a bread roll")
ACCESSORY FRUIT OF THE ROSA PLANT GENUS
Rosehip; Rose hips; Rose-hips; Rosehip extract; Rose hip extract; Rose-hip; Rose Haw; Rosehips; Hip (botany)
существительное
общая лексика
плод шиповника
rose curve
![The rose specified by <math>r=\cos(7\theta)</math>. Since <math>k=7</math> is an odd number, the rose has <math>k=7</math> petals. Line segments connecting successive peaks lie on the circle <math>r=1</math> and will form a [[heptagon]]. The rose is inscribed in the circle <math>r=1</math>.](https://commons.wikimedia.org/wiki/Special:FilePath/7 Petal rose.svg?width=200 "The rose specified by <math>r=\cos(7\theta)</math>. Since <math>k=7</math> is an odd number, the rose has <math>k=7</math> petals. Line segments connecting successive peaks lie on the circle <math>r=1</math> and will form a [[heptagon]]. The rose is inscribed in the circle <math>r=1</math>.")
![The rose <math>r=\cos(4\theta)</math>. Since <math>k=4</math> is an even number, the rose has <math>2k=8</math> petals. Line segments connecting successive peaks lie on the circle <math>r=1</math> and will form an [[octagon]]. Since one peak is at <math>(1,0)</math> the octagon makes sketching the graph relatively easy after the half-cycle boundaries (corresponding to apothems) are drawn.](https://commons.wikimedia.org/wiki/Special:FilePath/8-Petal rose.svg?width=200 "The rose <math>r=\cos(4\theta)</math>. Since <math>k=4</math> is an even number, the rose has <math>2k=8</math> petals. Line segments connecting successive peaks lie on the circle <math>r=1</math> and will form an [[octagon]]. Since one peak is at <math>(1,0)</math> the octagon makes sketching the graph relatively easy after the half-cycle boundaries (corresponding to apothems) are drawn.")
SINUSOID PLOTTED IN POLAR COORDINATES
Rose curve; Rhodonea curve; Rhodonea Curves; Rhodonea; Rose (geometry)
геометрия
роза
Wikipedia
Arenaria balearica
Arenaria balearica, the mossy sandwort, is a species of flowering plant in the family Caryophyllaceae, native to the Balearic Islands, Corsica, Sardinia and mainland Italy. It was first described by Carl Linnaeus in 1768.
