Skip to product information
1 of 3
In stock
Shipping now

Cosmos Seeds - Pinkie

This single-petaled rose bloom is the definition of perfection

Size
Trusted by 4M+ Gardeners
Grow Guarantee
Fast Shipping
Secure
Shipped from Asheville, NC

About the Variety

Sale

Key Features

Heat Tolerant
Drought Tolerant
Prefers Lean Soil
Container Friendly
Attracts Bees
Attracts Butterflies
Fast Growing
Easy to Grow
Perfect for Cut Flowers
Perfect for Borders
Deer Resistant
Rabbit Resistant

Plant Details

BOTANICAL NAME

Cosmos bipinnatus

LIFE CYCLE

  • Annual

LIGHT REQUIREMENT

  • Full Sun
  • Partial Shade

DAYS TO MATURITY

  • 60 to 90 days

GROWTH HABIT

  • Clumping

PLANT HEIGHT

  • 44 to 60 inches

COLOR

  • Pink

Hear yee, hear yee all lovers of pink - Cosmos Pinkie is definitely the one for you! A beautiful and resilient cultivar of cosmos, Pinkie can be planted just about anywhere. Cosmos Pinkie prefers sun, but can also tolerate some shade as well. Blooms mid to late season.

  • Open-pollinated annual with long-lasting blooms
  • Tall and easy to grow with rich, pink Summer blooms
  • Thrives in full sun or partially shaded areas

Planting Information

PLANTING SEASON

  • Spring

SOWING METHOD

  • Direct Sow

PLANTING DEPTH

  • 1/4 inch

WATER NEEDS

  • Low

PLANT SPACING

  • 9 to 12 inches

HARDINESS ZONES

  • N/A - Annual

SEED PREP

  • Requires Light

COVERAGE

Amount Avg Seed Count Recommended Coverage
Packet 160 Up to 80 Sq. Ft
1 Ounce 4,819 Up to 625 Sq. Ft
1/4 Pound 19,276 Up to 2,500 Sq. Ft

Planting Guide

View our Cosmos Planting Guide to learn more.
Cosmos Seeds - Pinkie

$4.49

Companion Plants

1 of 3

Cosmos Seeds - Pinkie FAQs

What is Pinkie Cosmos also known as?

Pinkie Cosmos is also known as Mexican Aster.

Is Pinkie Cosmos resistant to animals or disease?

Pinkie Cosmos is deer resistant, meaning deer generally avoid it due to its taste, texture, or aroma.

What type of seed is Pinkie Cosmos?

Pinkie Cosmos is an open pollinated seed.

Grown by Our Community • All cosmos

    1 of 0