tentukan panjang busur kurva berikut = 4x + 4 antara titik (−1,0) dan (0,4) pada Sumbu X
Answer (4)
ok if half are female that means 40 than 80 more for each of them because they all produce 80 so 80 times 40 = 3200 your gonna do the same 2 more times because of 3 generations so 3200 times 3 = 9600 in total
The total number of cockroaches in the 3rd **generation **is 128,000
What is multiplication?
In math, to **multiply **means to add equal groups. When we multiply , the number of things in the group increases. The two factors and the product are parts of a **multiplication **problem.
Given that, A female cockroach can produce 80 offspring at a time. If half are female, and each female produces 80 offspring we are sked to find how many cockroaches would there be in 3
If the a cockroach produces 80 offspring and 40 are female in the first generation .
The second generation will therefore be:
2nd **generation **= 40 x 80
= 3200 cockroaches
Considering that half of the population are female, half of 3200 is 1600
3rd generation = 1600 x 80
= 128000 cockroaches
Hence, the total number of cockroaches in the 3rd **generation **is 128,000
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After calculating the number of cockroaches over three generations, the total comes to 128,000 cockroaches in the third generation based on exponential growth. This includes the reproductive output of female cockroaches in each generation. The process illustrates how quickly populations can grow under ideal conditions.
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Jawab:Panjang busur = √17 Penjelasan dengan langkah-langkah:Pakai rumus:L = ∫ₐᵇ √(1 + (dy/dx)²) dxVerifikasi titik: - x = –1 → y = 4(–1) + 4 = 0 ⇒ (–1, 0) - x = 0 → y = 4(0) + 4 = 4 ⇒ (0, 4)Turunan: dy/dx = 4Substitusi ke rumus: L = ∫₋₁⁰ √(1 + 4²) dx = ∫₋₁⁰ √17 dxHitung integral: √17 ∫₋₁⁰ 1 dx = √17 [x]₋₁⁰ = √17 (0 – (–1)) = √17Cek jarak Euclidean: d = √[(0 – (–1))² + (4 – 0)²] = √(1 + 16) = √17Panjang busur = √17
