Recent content by Redinorun

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    Draw a Parallelogram: Step-by-Step Guide

    Thank you! (I menth something like that, yes)
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    Draw a Parallelogram: Step-by-Step Guide

    Thanks, got it. You're a life saver. By the way: Why wouldn't this work if a = 8cm? Is it because a would be longer than the sum of e and b (if we take half of it as a triangle)? Or is there another explanation?
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    Draw a Parallelogram: Step-by-Step Guide

    I'd really need help with this. Thanks. 1. Homework Statement Draw a parallelogram: a = 4cm e + f (diagonals) = 11cm angle between a and e = 22° Homework Equations 2 and 2 sides are parallel both diagonals halve each other (diagonal e goes from A to C) The Attempt at a Solution (attachment)
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    Help With Drawing Triangles: Regular & Isosceles Triangles

    Oh, right, right right! I got stuck on the pink one, for some reason I couldn't figure out that I had to gamma/2, to get the top of the yellow one. Got it now. It's very "slim". Now I know, always look for isosceles triangles and similar. Thanks again for taking the time to help me. :)
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    Help With Drawing Triangles: Regular & Isosceles Triangles

    Oh, how did I not see that?! But wait... ugh... I can't figure out the angles on this one. Nor the length of a.
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    Help With Drawing Triangles: Regular & Isosceles Triangles

    "a" is one of the equal sides (just like usual). (c is the base) "h" is the height of the triangle. The angle gamma (by the point C) is given 30. So the thing also given is one of the equal sides + the height (a + h).
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    Help With Drawing Triangles: Regular & Isosceles Triangles

    I actually made it. Thanks! Your pictures actually really help. The blue corner is 37,5 and the pink one is 30. At the top when the lines meet at C you just draw the same corners again, but down (because again, we have a, a and b, b) and that's it! Thanks!
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    Help With Drawing Triangles: Regular & Isosceles Triangles

    Got that one. Basically after I saw your picture. I realized that both sides of your blue triangle are the same length (because b-a leaves you with a, right?) So I could calculate delta is 30, and on hand of that, that the pink marked corner is 150. That makes it fairly easy to draw the...
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    Help With Drawing Triangles: Regular & Isosceles Triangles

    We didn't use any equations at school. We just drew them. :(
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    Help With Drawing Triangles: Regular & Isosceles Triangles

    Hello, I would need some help with drawing these 3 triangles for my homework. Would be nice if you could just help me to start drawing (what to do first) the right way. Thanks. Homework Statement a) Regular triangle: b - a = 3cm c = 6cm γ = 120° b) Regular triangle: a + b + c = 16cm α = 75°...
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    MHB Drawing Triangles:Get Step-by-step Help Now!

    Hello, I would need some help with drawing these 3 triangles which are part of my homework. Would be nice if you could just help me to at least start drawing (what to do first) the right way. Thanks. 1) Regular triangle: b - a = 3cm c = 6cm γ = 120° 2) Regular triangle: a + b + c = 16cm...
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    How Do I Calculate the Volume of a Hole in a Metal Piece?

    Fb = ρ * g * V1 F = Fg - Fb F = Fg - ρ*g*V1 V1 = (Fg - F) / (ρ*g) = (8,2N - 7,1N) / (1000kg/m3 * 10m/s2) = 0,00011m3 = 110cm3 V= V1 - V2 = 110cm3 - 78,8cm3 = 31,2cm3 And according to the solutions below 31,2cm3 is right! Thanks kind Sir from the internet. :)
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    How Do I Calculate the Volume of a Hole in a Metal Piece?

    So if I'm interpreting this right this means: Fb = ρ(water) * g Fb = 1000kg/m3 * 10m/s2 = 10000N F = Fg - Fb F = m * g - Fb m = (F + Fb) / g m = (7,1N + 10000N) / 10m/s2 = 1000,71kg V = m / ρ = 1000,71kg / 10400kg/m3 = 0,0962m3 Which is not correct... This is so hard...
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    How Do I Calculate the Volume of a Hole in a Metal Piece?

    ρ = 10,4 g/cm3 = 10400kg/m3 (the density of the metal) Fb = 7,10N (the weight of the metal in the water) Is this not right?
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