Sigma Science T-Shirts
Description: A black background displays the word "SCIENCE" in large white letters. Various scientific and prehistoric elements are placed below and around the text. These include a DNA helix, the moon, a test tube with bubbles, a sigma symbol, a Tyrannosaurus Rex, a carbon element box with the number 6, and a human brain.
Description: A white, monochrome layout spells out "SCIENCE" using distinct visual elements for each letter. The 'S' is a DNA helix, 'C' is the moon and stars, 'I' is a chemical flask, the second 'E' is a Tyrannosaurus Rex, 'N' has a robot-like hand, 'C' is the chemical symbol for Carbon with atomic numbers, and the final 'E' is a human head profile with a brain.
Description: A stark black background features bold white text. On the left, a summation symbol (Sigma) is subscripted with '2'. This is followed by an equals sign. To the right, the name 'Schrödinger' is prominently displayed, with a subtle visual distortion on the letters 'i', 'n', and 'g'.
Description: A black background features white text and symbols. At the top, "MATHEMATICS ROCKS" is in a distressed font. Below, "287-212 BC" is surrounded by stars and mathematical symbols including pi, division, multiplication, and sigma. "THE MATHEMATICS PIONEERS" is centered, followed by decorative borders and "ARCHIMEDES" in large block letters. A quote, "GIVE ME A PLACE TO STAND AND I WILL MOVE THE EARTH," concludes the text.
Description: A white graphic on a black background featuring the Sigma symbol, the Pi symbol, the letters 'g', 'i', 'e', 'e', 'R', and a protractor with markings. The protractor is depicted as a half-circle with a horizontal line through its center.
Description: A stark black background features white geometric shapes and mathematical equations. At the top, a large white circle sits above a white crescent shape. Below these, two equations are displayed: 'P = Summation from 2 to x of the square root of a subscript 2 plus 1 times v squared plus 0 squared' and 'Sigma equals 1 over the square root of 2 times negative 2 times the square root of 22'.
Description: A dark background displays mathematical symbols including the square root of -1, 2 cubed, the summation symbol, and the Greek letter pi. Below these symbols, the text "...and it was delicious!" is presented in a smaller, lighter font.
Square Root of -1, 2 to the power of 3, Sigma, Pi and it was delicious! T-Shirt
by Spectrum StudioArt
$24
Description: A bold graphic displays the words "ELECTRICAL ENGINEER" stacked vertically. The 'S' symbol precedes 'ELECTRICAL', colored red and white. The word 'ENGINEER' is colored orange and white. A unique visual element combines drafting tools and a scale ruler integrated into the text.
Description: A simple white text design on a black background. The top line features mathematical symbols: the square root of -1, 2 squared, a multiplication sign, the sigma symbol, and pi. The bottom line reads '(and it was delicious)' in parentheses.
Description: A design featuring mathematical symbols at the top: the square root of -1, 2 raised to the power of 3, sigma, and pi. Below these symbols, in a different font, is the text "...and it was delicious!". The entire composition is in a dark blue color against a black background.
Square Root of -1, 2 to the power of 3, Sigma, Pi ...and it was delicious! T-Shirt
by studiobogares
$24
Description: A monochrome bold font display reads 'Engineer', with the first letter 'E' replaced by the Greek symbol Sigma (Σ), and the 'i' represented by the Greek letter Pi (π). The final letter 'r' is substituted with a protractor and ruler forming a 'D' shape. The background is black.
Description: A stark white text-based composition on a black background. The top line features mathematical symbols: the square root of -1, 2 to the power of 3, the sigma symbol, and the pi symbol. Below this, enclosed in parentheses, is the phrase '(and it was delicious)'.
Description: A black background features white text. The top line reads "YOU CANT 100% CONVINCE ME". The middle section displays a scientific formula: sigma x sigma p is greater than or equal to h divided by 4 pi. The bottom line states "I'M A PHYSICIST" in a distressed font.
YOU CANT 100% CONVINCE ME I'M A PHYSICIST Heisenberg Uncertainty Principle T-Shirt
by Spectrum StudioArt
$24
Description: A black background with white distressed text. The top section shows several misspellings of "ENGINEER" crossed out, followed by the correctly spelled word "ENGINEER". Below this, it reads "I'M GOOD WITH MATH.". At the bottom, there are mathematical symbols: Sigma, a square root symbol, and a line graph.
Description: A minimalist white graphic on a black background. At the top, a mathematical equation is displayed: \"phi = Sigma qvdA = 0?\". Below this, a wireframe cube is centered, with arrows pointing towards and away from its sides, and dots on its top, middle, and bottom. The text \"NO FLUX GIVEN\" is at the bottom.
Description: A simple, bold graphic displays a mathematical equation. On the left, a summation symbol (Sigma) is shown above the word "index". To the right, an equals sign leads to the expression "A / limt", followed by "CO2800" with a superscript "0" that appears to be a squared symbol.
Description: A stark white text composition on a black background. The word "Sti oie" is rendered in stylized serif font, with the first character being the Greek letter Sigma (Σ) and the second being Pi (π). The final letter 'd' is replaced by a white protractor with degree markings and a center point.
Description: A circular arrangement of various mathematical symbols and geometric shapes on a black background. The design includes equations, graphs, 3D shapes like pyramids and cubes, pie charts, and arithmetic operators. The central text prominently displays 'MATHEMATICS' in bold, capitalized letters with a blue outline and white fill.
Description: A white linear composition featuring Greek letter Sigma (Σ), the letter N, the mathematical symbol Pi (π), the letters T, I, G, E, E, R, and a semi-circular protractor on the right. The overall style is minimalist and stark against a black background.
