If a rectangular prism with a top, a bottom, and 4 sides is W feet wide, L feet long, and h feet tall, then what is the surface area of the prism? what would the formal for this problem look like...

If a rectangular prism with a top, a bottom, and 4 sides is W feet wide, L feet long, and h feet tall, then what is the surface area of the prism? what would the formal for this problem look like...

1) Solve the following equations using inverse operations. i) 3x-7=7+x ii) 3[(6x-2)/4 (Separate)+ 1 ] = 33 2) A cylindrical (cylinder) water tank of diameter 2.2m...

This rectangular tank is partially filled with water. When a brick measuring 20 cm x 20 cm x 10 cm is placed in the tank the water level reaches the brim. How many liters of water are there in the...

1) Solve the following equations using inverse operations. i) 3x-7=7+x ii) 3[(6x-2)/4 (Separate)+ 1 ] = 33 2) A cylindrical (cylinder) water tank of diameter 2.2m...

Water was poured into a tank to a height of 14 cm. Another 4,416 cm to the third power of water with then poured into it until it reached its brim. What is the height of the tank? (L-46cm W-24cm...

A rectangular prism has a height of h cm. The area of its base is B cm2. How much does the volume of the prism increase when the height is increased by 1 cm.

what are was poured into a tank to a height of 14 cm. Another 4416 cm to the third power of water was then poured into the tank until it reached its brim. What is the height of the tank? (H-14cm w-24cm...

What are the length, width, and height of the prism if the volume is 3x3+ 9x2 + 6x?

I need to find the volume of a cone with the radius of 5 an a height of 6

Surface area of deck of cards is 10.25 sq. in. Deck is .5 in. Thick. What's the volume of a deck of cards

A tank in the shape of a rectangular prism is 50 cm tall, 80 cm long and 30 cm wide. First, some rocks are placed at the bottom of the tank. Then 80 liters of water are poured into the tank. At that...

A fish tank in the shape of a rectangular prism is 1 m long and 30 cm wide. The tank is 1/2 full. Then 30 liters of water are poured into the tank as it then becomes 2/3 full. How tall is the tank...

Solve for N. Find the volume of rectangle. Length =4 with = (n+2), hight = (n+5). I am not sure how to multiply this to get volume= lwh. Total volume is 280 in^3

V=L X W X H v=1 1/4 in x 2 1/2 in x 4 1/2 in

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