Calculate the area of a rhombus having diagonals equal to 24 cm and 17 cm.

A) \$208(cm)^2\$

B) \$204(cm)^3\$

C) \$204(cm)^2\$

D) \$200(cm)^2\$

The area of a rectangle is \$876 (m)^2\$, length 85 m, and find the width?

A) \$10.32 cm\$

B) \$10.36 cm\$

C) \$11.04 cm\$

D) \$11.32 cm\$

A cuboid having its dimension given as length = 4 cm, width = 18 cm and height = 13 cm, find the Total Surface Area of Cuboid ?

A) \$715 (cm)^2\$

B) \$713 (cm)^2\$

C) \$718 (cm)^2\$

D) \$716 (cm)^2\$

Find the side of a cube whose surface area is \$2749 (cm)^2\$

A) 21.89 cm

B) 20.41 cm

C) 21.09 cm

D) 22.17 cm

If angles of measures (7x — 4)° and (2x + 13)° are a pair of supplementary angles. Find the measures.

A) \$129°, 51°\$

B) \$129°, 55°\$

C) \$133°, 47°\$

D) \$137°, 43°\$

Find the supplement of the angle \$13/4\$ of 90°.

A) 246.87°

B) 247.5°

C) 247.59°

D) 250.5°

An ellipsoid whose radius and its axes are a = 16 cm, b = 9 cm, and c = 14 cm, respectively. Determine the volume for the given ellipsoid.

A) \$8547.156 (cm)^3\$

B) \$8467.156 (cm)^2\$

C) \$8440.32 (cm)^3\$

D) \$840.156 (cm)^3\$

A bookshelf has the dimensions 8 feet (length), 13 feet (width), and 17 feet (height). Calculate the volume of the bookshelf.

A) \$1784 "cubic feet"\$

B) \$1775 "cubic feet"\$

C) \$1763 "cubic feet"\$

D) \$1768 "cubic feet"\$

Find the area of a regular hexagon whose side is 9 cm?

A) \$210.30 (cm)^2\$

B) \$209.87 (cm)^2\$

C) \$212.87 (cm)^2\$

D) \$201.67 (cm)^2\$

If the total surface area of cubic having \$945 cm^2\$, then find the length of cubic ?

A) 18.53 cm

B) 12.53 cm

C) 12.98 cm

D) 11.53 cm