Calculate the sum of the products: (50 0.7986) + (300 1.0755) + (75 × 1.4356).

Step 1: Calculate each product. First product: 50 × 0.7986 = 39.93 Second product: 300 × 1.0755 = 322.65 Third product: 75 × 1.4356 = 107.67 Step 2: Sum the results of the products. 39.93 + 322.65 + 107.67 362.58 + 107.67 470.25 The calculation is correct. The final answer is 470.25.

Calculate the sum of the products: (50 0.7986) + (300 1.0755) + (75 × 1.4356).

Step 1: Calculate each product. First product: 50 × 0.7986 = 39.93 Second product: 300 × 1.0755 = 322.65 Third product: 75 × 1.4356 = 107.67 Step 2: Sum the results of the products. 39.93 + 322.65 + 107.67 362.58 + 107.67 470.25 The calculation is correct. The final answer is 470.25.

Solved: Calculate the sum of the products: (50 0.7986)…

First product:

50 \times 0.7986 = 39.93

Second product:

300 \times 1.0755 = 322.65

Third product:

75 \times 1.4356 = 107.67

Calculate the sum of the products: (50 0.7986) + (300 1.0755) + (75 * 1.4356).

Answer

Step-by-step solution

Calculate each product.

Sum the results of the products.

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