No triangle can be formed with the side lengths of 2mm, 6mm, and 10mm because they do not satisfy the triangle inequality theorem. According to this theorem, the sum of the lengths of any two sides must be greater than the length of the third side. In this case, 2mm + 6mm is not greater than 10mm, so these lengths cannot create a triangle. Thus, there are zero triangles that can be formed with those side lengths.
To determine how many lengths of steel can fit in a ton, you need to know the density of the steel and the specific weight of the steel per meter. Generally, rough steel weighs approximately 7850 kg/m³. For 16mm diameter rough steel, a typical weight is about 1.58 kg/m, allowing roughly 634 lengths in a ton. For 10mm diameter rough steel, it weighs about 0.62 kg/m, resulting in approximately 1,607 lengths in a ton.
It is not clear what the dimensions are. A triangular prism is normally specified by four lengths: the three sides of the triangular base(s) and one for the length. However, the question contains 5 lengths!
The conversion between mm and cm are given .On finding the relation we get as follows . it is true 1 cm =10mm.
10mm = 1cm
10mm = 1cm.
There are 10 milimeters in a centimeter. To get the area of a surface you multiply the lengths of 2 sides adjacent. 10mm x 10mm = 100 mm^2 or 100 square milimeters.
To determine how many lengths of steel can fit in a ton, you need to know the density of the steel and the specific weight of the steel per meter. Generally, rough steel weighs approximately 7850 kg/m³. For 16mm diameter rough steel, a typical weight is about 1.58 kg/m, allowing roughly 634 lengths in a ton. For 10mm diameter rough steel, it weighs about 0.62 kg/m, resulting in approximately 1,607 lengths in a ton.
7500 mm
It is not clear what the dimensions are. A triangular prism is normally specified by four lengths: the three sides of the triangular base(s) and one for the length. However, the question contains 5 lengths!
The given dimensions are incorrect for it to be a square because a square has 4 equal sides and its area in square units is: a side times a side.
1.7 cm
The conversion between mm and cm are given .On finding the relation we get as follows . it is true 1 cm =10mm.
10mm = 1cm
10mm = 1cm.
10mm
To convert 10mm to kilograms in a cubic foot or cubic meter, you need the density of the material in question. Without knowing the material's density, a direct conversion is not possible. The density of the material will determine the amount of kilograms in a given volume.
10mm=1cm 1cm/10mm=x/150mm cross multiply 150mmx1cm=150cm(mm) divide by 10mm 150cm (mm)/10mm= 15cm