Do you think I could just leave this part blank and it'd be okay? We're just going to replace the whole thing with a header image anyway, right?
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+ =
+ =
+ = ?
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Explosion smiley? Like a red smiley with the top half of its head replaced with a mushroom cloud.
Or maybe if the smiley is that heated already, it will become another fire smiley itself.
10 years and still awkward. Keep it up, baby!
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+ =
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+ =
+ =
+ = ?
If you need help well here ya go
Lets label them
A + B = C
C + B = D
D + B = E?
So presumably you will be given A & B, and trying to find E
so
C=A+B
D=A+2B
so
E will be A + 3B
(P.S, I know this is a joke)
goodbye ee, i'll miss you
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Pretty sure it's postman
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+ = + - +
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This is a tough one. I can try my absolute best to help you, but cannot guarantee valid results.
As you can see, I have finally managed to completely resolve your math problem. Applying abstract algebra, analysis, arithmetic, binomial laws, the Bayesian probability, advanced calculus, cardinal numbers, the Cartesian coordinate grid, every existing type of number and base system, deductive reasoning, the Diophantine equation, elements, operations, factorials, Gaussian curvature, geometry, golden ratios, hyperbola, imaginary numbers, infinitesimals, Infinity, Julia sets, irrational numbers, the Knot Theory, linear equations, magic squares, matrixes, Mersenne numbers, Ohm's law, monomials, number theory, paradoxes, Pascal's Triangle, perfect numbers, partial differential equations, pi, projective geometry, quadratic equations, rational numbers, right triangles, polygons, Riemannian geometry, sets, sequences, surds, symmetry, spherical geometry, topology, transcendental numbers, trigonometry, vectors, Venn diagrams and Zeta functions, I calculated that the solution to your math problem is about 6. Thank you for your time.
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Pascal's Triangle
I apologize but i have not seen Pascal's Triangle in any of these images, perhaps you forgot one of the images.
goodbye ee, i'll miss you
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Schlog wrote:Pascal's Triangle
I apologize but i have not seen Pascal's Triangle in any of these images, perhaps you forgot one of the images.
It's used in the binomial expansion in the last image:
(a + b)^2 = a^2 + 2ab + b^2
The coefficients of the expansion are the third row of the triangle (1 2 1)
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Bluecloud wrote:Schlog wrote:Pascal's Triangle
I apologize but i have not seen Pascal's Triangle in any of these images, perhaps you forgot one of the images.
It's used in the binomial expansion in the last image:
(a + b)^2 = a^2 + 2ab + b^2The coefficients of the expansion are the third row of the triangle (1 2 1)
I apologize i didn't see that
goodbye ee, i'll miss you
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