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#📖ఎడ్యుకేషన్✍ #📘ఇంటర్ సైన్స్ & మ్యాథ్స్ #➗10th గణితం
📖ఎడ్యుకేషన్✍ - Important Mathematical Formulas Square (Square) Rectangle (Rectangle) Area = length* width sidez Area Perimeter = 2(length width) Perimeter=4* side Length Area - width Diagonal V2 * side Side = V(diagonal? /2 Area : length Width Diagonal = Y (length? + width?) Diagonal = side v2 Cube (Cube) Circle (Circle) Volume = side? Circumference = Znr Total Surace Area (TSA) = 6a2 Area = Tr? Curved Surface Area (CSA) = 4a7 Radus = 2 = / circumference Cube Diagonal = V3*a Semicircle ( Semicircle) Cuboid ( Cuboid )  Area = 7ITF? Volume = |xbxh Perimeter = (n + 2) Total Surface Area (TSA) = 2(lb+ bh+hll Cylinder (Cylinder) Curved Surface Area (CSA) = २h( +b) Diagonal = V(12 + b2 + h2) Curved Surface Area = Zrrh Cone(Cone) 2rtr (h Total Surace Area -) nrzh Volume Slant height (1) = Yr? + h2 Sphere (Sphere ) Lateral Surface Area = rI Tr(I Total Surface Area Anrz Total Surface Area Volume - % Trh Volume = 4/3 F3` Triangle ( Triangle) Triangle ( Triangle ) Slant height (l)= Vr?+ ha height Area = फX base > Lateral Surface Area = Trl Perimeter Total Surface Area = nr ( al + 92 3 Hypotenuse (right triangle) h=7a+a_ Volume 13 Trzh Pythagorean Theorem: h' = a; + a; (Triangle) Areaof Triangle: (Basex Height) / 2 Area = Vzx base x height Perimeter Herans Farmula: 21 2 93 Hypotenuse (right triangle) = Area = Vsx (s-a) > (s+b) x (s - c) where V(a 5=(a b+c) /2 |1 92 ) Area Triangle: (V3) /4 xide? of an Equilateral Important Mathematical Formulas Square (Square) Rectangle (Rectangle) Area = length* width sidez Area Perimeter = 2(length width) Perimeter=4* side Length Area - width Diagonal V2 * side Side = V(diagonal? /2 Area : length Width Diagonal = Y (length? + width?) Diagonal = side v2 Cube (Cube) Circle (Circle) Volume = side? Circumference = Znr Total Surace Area (TSA) = 6a2 Area = Tr? Curved Surface Area (CSA) = 4a7 Radus = 2 = / circumference Cube Diagonal = V3*a Semicircle ( Semicircle) Cuboid ( Cuboid )  Area = 7ITF? Volume = |xbxh Perimeter = (n + 2) Total Surface Area (TSA) = 2(lb+ bh+hll Cylinder (Cylinder) Curved Surface Area (CSA) = २h( +b) Diagonal = V(12 + b2 + h2) Curved Surface Area = Zrrh Cone(Cone) 2rtr (h Total Surace Area -) nrzh Volume Slant height (1) = Yr? + h2 Sphere (Sphere ) Lateral Surface Area = rI Tr(I Total Surface Area Anrz Total Surface Area Volume - % Trh Volume = 4/3 F3` Triangle ( Triangle) Triangle ( Triangle ) Slant height (l)= Vr?+ ha height Area = फX base > Lateral Surface Area = Trl Perimeter Total Surface Area = nr ( al + 92 3 Hypotenuse (right triangle) h=7a+a_ Volume 13 Trzh Pythagorean Theorem: h' = a; + a; (Triangle) Areaof Triangle: (Basex Height) / 2 Area = Vzx base x height Perimeter Herans Farmula: 21 2 93 Hypotenuse (right triangle) = Area = Vsx (s-a) > (s+b) x (s - c) where V(a 5=(a b+c) /2 |1 92 ) Area Triangle: (V3) /4 xide? of an Equilateral - ShareChat