Answer :
The value of 76 × 28 is equal to 2128.
The equation 76 × 2 = 152 represents the multiplication of 76 by 2, which equals 152. Similarly, the equation 76 × 8 = 608 represents the multiplication of 76 by 8, resulting in 608.
To find the product of 76 × 28, we can use the distributive property and break it down into smaller, easier-to-solve equations.
First, we can write 28 as the sum of 20 and 8: 28 = 20 + 8. Now, we can apply the distributive property:
76 × 28 = 76 × (20 + 8)
Using the distributive property, we can distribute the multiplication over the addition:
76 × 28 = (76 × 20) + (76 × 8)
Now we can substitute the known values:
76 × 28 = (1520) + (608)
Adding the two products, we find:
76 × 28 = 2128
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