In a regular four-sided pyramid : h is the height a is the slant height (apothema) z side length of the base (square).The relationship between a, h and z is | A. a2 = h2 + z2 | |
|---|---|---|
| B. h2 = z2 + a2 | ||
| C. a2 = 4h2 + 4z2 | ||
| D. 2a2 = 2h2 + z2 | ||
| E. z2 = 4a2 − 4h2 |
| In een regelmatige vierzijdige piramide is h de hoogte van de piramide, a het apothema en z de zijde van het grondvlak (vierkant). Dan is het verband tussen a, h en z | A. a2 = h2 + z2 | |
|---|---|---|
| B. h2 = z2 + a2 | ||
| C. a2 = 4h2 + 4z2 | ||
| D. 2a2 = 2h2 + z2 | ||
| E. z2 = 4a2 − 4h2 |
[ 4-5918 - op net sinds 26.7.10-(E)-2.11.2023 ]
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In a regular four-sided pyramid : h is the height a is the slant height (apothema) z side length of the base (square). The relationship between a, h and z is | A. a2 = h2 + z2 | |
|---|---|---|
| B. h2 = z2 + a2 | ||
| C. a2 = 4h2 + 4z2 | ||
| D. 2a2 = 2h2 + z2 | ||
| E. z2 = 4a2 − 4h2 |
