We have been given that a rectangular prism is 16 centimeters long, 9 centimeters wide, and 7 centimeters tall. We are asked to find the measurement of the longest line segment in the prism.
We know that the longest segment will be the diagonal that will connect the two opposite corners at the top and bottom.
We know that diagonal of right triangular prism can be found using formula:
, where,
d = Diagonal,
w = Width
l = Length,
H = Height
Upon substituting our given values in diagonal formula, we will get:
Upon rounding to nearest tenth of a centimeter, we will get:
Therefore, the measure of the longest line segment would be 19.6 centimeters.
Only 1 coin lands on tales of 2 coins landed on heads
Answer:
Step-by-step explanation:
The volume of a right rectangular prism is given by :
Where,
l is length, bis breadth and h is height
ATQ,
Height of the cage is 2feet
The length and width are both x feet more than the height.
l = b = (x+2)
So,
So, the correct option is (D).
Answer:
209.1 cm2
Step-by-step explanation:
the area of the circle around the rectangle is 113.1 cm2 and the area of the rectangle is 12x8=96cm and 113.1+96=209.1