A Rectangle Has A Height Of 7a^2 And A Width Of A^4+5a^2+4

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Aug 29, 2024

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Finding the Area of a Rectangle with Given Dimensions

We are given a rectangle with a height of 7a² and a width of a⁴ + 5a² + 4. To find the area of the rectangle, we can use the formula:

Area = Height x Width

Let's substitute the given values:

Area = (7a²) x (a⁴ + 5a² + 4)

Now, we can simplify the expression by distributing the 7a²:

Area = 7a² * a⁴ + 7a² * 5a² + 7a² * 4

Area = 7a⁶ + 35a⁴ + 28a²

Therefore, the area of the rectangle is 7a⁶ + 35a⁴ + 28a².