1) five metal cubes with sides of 5 cm were melted and cause set into a bigger cube. fanduel volume of the new cube
2) how much salt is needed to fill a pit that is 10 m deep 8 m wide and 12 m long.
3) a cubical box with dimensions 8 cm
by 6 cm by 12 cm is melted into another cube whose width is 16 cm find the length and height of the new cube formed if /= h
4) carlo found a big box filled with equal sizes of smaller boxes ., if the big box measures 12 cm by 6 cm by 10 cm how many smaller boxes has carlo found if each of the smaller boxes measured 5 cm x 4 cm x 3 cm?
Pang grade 5 question po ito PA answer nalang po please
Bigyan ko po kayo_____ points kapagsagutan niyo to
2) how much salt is needed to fill a pit that is 10 m deep 8 m wide and 12 m long.
3) a cubical box with dimensions 8 cm
by 6 cm by 12 cm is melted into another cube whose width is 16 cm find the length and height of the new cube formed if /= h
4) carlo found a big box filled with equal sizes of smaller boxes ., if the big box measures 12 cm by 6 cm by 10 cm how many smaller boxes has carlo found if each of the smaller boxes measured 5 cm x 4 cm x 3 cm?
Pang grade 5 question po ito PA answer nalang po please
Bigyan ko po kayo_____ points kapagsagutan niyo to
Add an Answer
More Questions From This User See All
Answers & Comments
Verified answer
1. To find the volume of the new cube formed by melting and setting five metal cubes with sides of 5 cm, we can calculate the volume of each individual cube and then sum them up. The volume of each cube is given by the formula V = s^3, where s is the length of a side. So, the volume of one cube is V = 5^3 = 125 cubic cm. Since we have five cubes, the total volume of all five cubes is 125 * 5 = 625 cubic cm. Therefore, the volume of the new cube formed by melting and setting the smaller cubes is 625 cubic cm.
2. To calculate the amount of salt needed to fill a pit that is 10 m deep, 8 m wide, and 12 m long, we need to determine the volume of the pit. The volume of a rectangular prism (the pit in this case) is given by the formula V = length * width * height. Substituting the given values, we have V = 12 m * 8 m * 10 m = 960 cubic meters. Therefore, you would need 960 cubic meters of salt to fill the pit.