What is the product of 3y2 and 4y5?
12y^7
12y2+5
To find the product of 3y^2 and 4y^5, you need to multiply the coefficients (3 and 4) and the variables (y^2 and y^5) separately.
First, multiply the coefficients: 3 * 4 = 12.
Next, multiply the variables with the same base, y: y^2 * y^5 = y^(2 + 5) = y^7.
Therefore, the product of 3y^2 and 4y^5 is 12y^7.
To find the product of 3y^2 and 4y^5, you multiply the coefficients (3 and 4) and then multiply the variables (y^2 and y^5) separately, and then combine the results.
First, multiply the coefficients: 3 * 4 = 12.
Next, multiply the variables: y^2 * y^5 = y^(2+5) = y^7.
Finally, combine the results: 12 * y^7 = 12y^7.
Therefore, the product of 3y^2 and 4y^5 is 12y^7.