The constants during the first integration are a and x.

Here's why:

The integral is a double integral, and the order of integration is dydx. This means that we first integrate with respect to y, treating all other variables as constants, and then integrate the result with respect to x.

In the integrand, 2ax^3y - 5y^2, the variables are a, x, and y. However, since we're first integrating with respect to y, we treat a and x as constants during this first integration.

So, the correct answer is a and x.

Question

The constants during the first integration are a and x.

Here's why:

The integral is a double integral, and the order of integration is dydx. This means that we first integrate with respect to y, treating all other variables as constants, and then integrate the result with respect to x.

In the integrand, 2ax^3y - 5y^2, the variables are a, x, and y. However, since we're first integrating with respect to y, we treat a and x as constants during this first integration.

So, the correct answer is a and x.

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The constants during the first integration are a and x.

Here's why:

The integral is a double integral, and the order of integration is dydx. This means that we first integrate with respect to y, treating all other variables as constants, and then integrate the result with respect to x.

In the integrand, 2ax^3y - 5y^2, the variables are a, x, and y. However, since we're first integrating with respect to y, we treat a and x as constants during this first integration.

So, the correct answer is a and x.

In the integral, ∫∫𝐷(2𝑎𝑥3𝑦−5𝑦2)𝑑𝑦𝑑𝑥, where 𝐷is the region the integral is to be evaluated, tthe constants during the first integration is/are:Group of answer choicesx and yonly aa and xa and y

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