find the slant hieght of the prymaid
To find the slant height of a pyramid, you need to know the height of the pyramid and the length of a side (base) of the pyramid.
The formula for finding the slant height of a regular pyramid is given by:
Slant height = square root of (height^2 + (base/2)^2)
If you have these values, simply plug them into the formula to find the slant height. Please provide the height and length of a side (base) of the pyramid to get an accurate answer.
hieght 15
length 16
Using the given values of height and length (base) of the pyramid, we can find the slant height.
Using the formula for slant height:
Slant height = √(height^2 + (base/2)^2)
Plugging in the values:
Slant height = √(15^2 + (16/2)^2)
= √(225 + 64)
= √289
= 17
Therefore, the slant height of the pyramid is 17 units.
find the length dianogal of the prisim
To find the diagonal length (diagonal) of a prism, you need to know the width, height, and length of the prism.
The diagonal length (diagonal) of the prism can be found using the formula:
Diagonal = √(width^2 + height^2 + length^2)
Please provide the values of the width, height, and length of the prism to calculate the diagonal length accurately.
width 4 cm
hieght 12 cm
length 3 cm
Using the given values of width, height, and length of the prism, we can find the diagonal length.
Using the formula for diagonal length:
Diagonal = √(width^2 + height^2 + length^2)
Plugging in the values:
Diagonal = √(4^2 + 12^2 + 3^2)
= √(16 + 144 + 9)
= √169
= 13
Therefore, the diagonal length of the prism is 13 cm.