What color should I paint my kitchen walls?

Joann
by Joann
I have honey spice hickory cabinets (with knots), blanco maple Silestone countertops (white with flecks of gray), and light wood-colored laminate flooring. How do I tie them all together? Thanks in advance for your help.
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
  6 answers
  • Ili Ili on Aug 30, 2017

    I am a very visual person, can you take a pic of your kitchen? Many times colors depend on the style, the layout, size, etc., of the place...You mentioned: white/light brown/gray...how about a light taupe??

    • Joann Joann on Sep 03, 2017

      Sorry for the delay. Crazy week! Here's a photo of our kitchen. The main entry is off to the left (next to the stove). The dining area is across from the sink. We'll be putting up a five-foot, lighted stained glass panel on the ceiling, of a cornucopia filled with fruits, vegetables and meat (it's of sentimental value). It's background is off-white with pale gold. Any help would be appreciated. Thanks. (BTW, the dishwasher will either be replaced by a white one or removed).

  • Karen Tokarse Karen Tokarse on Aug 30, 2017

    A flat blue-grey would be perfect. It would provide contrast with the cabinets and floors and the flecks of grey on the countertops would "match" the blue on the walls.

  • DesertRose DesertRose on Aug 30, 2017

    A darker shade of gray with white or charcoal trim would be pretty and tie them together. You might use a herringbone design in wooden frames on one wall with small black and white photos to tie it together too.

  • Johnavallance82 Johnavallance82 on Aug 30, 2017

    Tangerine - Green - Turquoise

  • Catherine Robinson Catherine Robinson on Aug 30, 2017

    A blue-grey color would bring out the grey in the counter top and floor and cabinets.


  • Ili Ili on Sep 03, 2017

    Joann, hope you receive lots of options and suggestions now that there is a pic here, I still think that a very very light taupe or pick a shade of the fruits in your stained glass....are you changing the curtains? Do you want to connect your kitchen with your dining area? if so, maybe same color....Look at pictures online or magazines that you enjoy....Sincerely