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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Hapa kuna hatua za kutafuta eneo la kila umbo:
Umbo la Kwanza (Chini): Umbo hili linaweza kugawanywa katika mstatili tatu.
Step 1: Tafuta eneo la mstatili wa kwanza (chini). Urefu = , Upana = .
Step 2: Tafuta eneo la mstatili wa pili (katikati). Urefu = , Upana = .
Step 3: Tafuta eneo la mstatili wa tatu (juu). Urefu = , Upana = .
Step 4: Jumlisha maeneo yote kupata eneo kamili la umbo. Eneo kamili la umbo la kwanza ni .
Umbo la Pili (Katikati): Umbo hili linaweza kugawanywa katika mraba mmoja wa katikati na mstatili nne zinazouzunguka.
Step 1: Tafuta eneo la mraba wa katikati. Urefu = , Upana = .
Step 2: Tafuta eneo la mstatili mmoja wa pembeni. Urefu = , Upana = .
Step 3: Tafuta eneo la mstatili zote nne za pembeni. Kuna mstatili nne, hivyo:
Step 4: Jumlisha eneo la mraba na eneo la mstatili zote nne. Eneo kamili la umbo la pili ni .
Umbo la Tatu (Juu): Umbo hili lina pembetatu na nusu duara.
Step 1: Tafuta eneo la pembetatu. Msingi = , Kimo = .
Step 2: Tafuta eneo la nusu duara. Kipenyo = , hivyo rediasi . Kutumia :
Step 3: Jumlisha eneo la pembetatu na eneo la nusu duara. Eneo kamili la umbo la tatu ni .
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Hapa kuna hatua za kutafuta eneo la kila umbo: Umbo la Kwanza (Chini): Umbo hili linaweza kugawanywa katika mstatili tatu.
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.