It is sqrt(62 + 102 + 82) = sqrt(200) = 60.53 cm (approx).
The pole will not fit: The diagonal of the side with edge lengths of 3 m and 4 m is 5 m, from the Pythagorean theorem. The diagonal of a triangle perpendicular to the first named diagonal is sq rt (52 + 2.52) = 5.59, slightly shorter than the vaulting pole.
Use Pythagoras' theorem to find the length of the outer diagonal and then use this as the base for the inner diagonal (the longest length of the cube) 82+82 = 128 and the square root of this is 11.3137085 cm 11.31370852+82 = 192 and the square root of this is 13.85640646 cm The longest pencil is 13.85640646 or just under 14 cm
The diagonal of the square.
a stupid shape
triangle and trrapezium
The pole will not fit: The diagonal of the side with edge lengths of 3 m and 4 m is 5 m, from the Pythagorean theorem. The diagonal of a triangle perpendicular to the first named diagonal is sq rt (52 + 2.52) = 5.59, slightly shorter than the vaulting pole.
Use Pythagoras' theorem to find the length of the outer diagonal and then use this as the base for the inner diagonal (the longest length of the cube) 82+82 = 128 and the square root of this is 11.3137085 cm 11.31370852+82 = 192 and the square root of this is 13.85640646 cm The longest pencil is 13.85640646 or just under 14 cm
2
There are 35 diagonals inside a decagon
The diagonal of the square.
a stupid shape
triangle and trrapezium
The longest measurement inside a circle is its diameter.
The longest measurement inside a circle is its diameter.
The cross sectional area of the cuboid has an area of 81.648/6.3 = 12.96 cm.This is a square, and so its sides are of length 3.6 cm.The axis of cylinder does not need to be aligned with the length of the cuboid. A cylinder with the largest diameter that will fit inside the cuboid is one whose cross section is along the diagonal of the above square and which has infinitesimally small length. This diameter is 3.6*sqrt(2) = 5.1 cm, approx.
If the square then the area = side * side.A = 50therefore side = square root of 50The longest line that fits in a square is a diagonal line from corner to corner. The length of this can be calculated using pythogoras' theorem.A2 + B2 = C2For this specific square A = B = squareroot of 50So 50 + 50 = C2C2 = 100C = 10The longest line is 10 feet
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