DADP represents an unfolded cuboid.
Calculate its surface area given that the area of the parallelogram GDEF is 8 cm².
DADP represents an unfolded cuboid.
Calculate its surface area given that the area of the parallelogram GDEF is 8 cm².
What is the surface area of the cuboid if the length of the highlighted arc is \( 3\pi \) and the side on which it rests is a diameter on the same circle.
ΔDEF∼ΔABC
DEF is the smaller than ABC and they have a ratio of 4:9.
BG = 2AB
Calculate the surface area of the orthohedron.
The area of the deltoid ADCB is 20a.
AD = DC
AB = BC
Calculate the surface area of the cuboid.
ΔDEF∼ΔABC
Calculate X given that the surface of the cuboid is \( 18\sqrt{2}+7 \) cm².
DADP represents an unfolded cuboid.
Calculate its surface area given that the area of the parallelogram GDEF is 8 cm².
It is not possible to calculate.
What is the surface area of the cuboid if the length of the highlighted arc is and the side on which it rests is a diameter on the same circle.
cm².
ΔDEF∼ΔABC
DEF is the smaller than ABC and they have a ratio of 4:9.
BG = 2AB
Calculate the surface area of the orthohedron.
359.1 cm²
The area of the deltoid ADCB is 20a.
AD = DC
AB = BC
Calculate the surface area of the cuboid.
cm².
ΔDEF∼ΔABC
Calculate X given that the surface of the cuboid is cm².
cm