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.
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.
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.
DADP represents an unfolded cuboid.
Calculate its surface area given that the area of the parallelogram GDEF is 8 cm².
ΔDEF∼ΔABC
Calculate X given that the surface of the cuboid is \( 18\sqrt{2}+7 \) cm².
The area of the deltoid ADCB is 20a.
AD = DC
AB = BC
Calculate the surface area of the cuboid.
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
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.
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.
ΔDEF∼ΔABC
Calculate X given that the surface of the cuboid is cm².
cm
The area of the deltoid ADCB is 20a.
AD = DC
AB = BC
Calculate the surface area of the cuboid.
cm².