This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.

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Sawa blessed, hebu tutatue swali hili la jiometri.
a) Kokotoa ujazo wa maji kwenye ndoo (frustum). Ndoo ni frustum yenye: Kipenyo cha juu () = 8 cm Kipenyo cha chini () = 6 cm Urefu wa frustum () = 30 cm
Ili kukokotoa ujazo wa frustum, tunaweza kutumia fomula ya ujazo wa koni kubwa kutoa ujazo wa koni ndogo iliyokatwa. Kwanza, tunahitaji kupata urefu wa koni kubwa () na koni ndogo (). Kwa kutumia pembetatu zinazofanana: Tunajua kuwa urefu wa frustum ni cm. Badilisha : Sasa tafuta :
Step 1: Kokotoa ujazo wa koni kubwa.
Step 2: Kokotoa ujazo wa koni ndogo.
Step 3: Kokotoa ujazo wa maji (ujazo wa frustum).
b) Maji yote yamemiminwa kwenye chombo cha cylindrical chenye kipenyo cha duara 8 cm na urefu wa 35 cm. Kokotoa urefu wa silinda juu ya maji. Chombo cha cylindrical kina: Kipenyo () = 8 cm Urefu () = 35 cm
Step 1: Kokotoa urefu wa maji () kwenye silinda. Ujazo wa maji () ni sawa na ujazo wa frustum uliokokotolewa hapo juu. Kuzidisha pande zote mbili kwa 7:
Step 2: Kokotoa urefu wa silinda juu ya maji. Urefu juu ya maji = Urefu wa silinda - Urefu wa maji
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Sawa blessed, hebu tutatue swali hili la jiometri. a) Kokotoa ujazo wa maji kwenye ndoo (frustum).
This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.