Question

Can you solve this math equation (2c-3b)(z+y)

Answer 1

2cz + 2cy - 3bz - 3by.

Explanation:

To solve the math equation (2c-3b)(z+y), we can use the distributive property of multiplication over addition. This property states that when you have a multiplication expression with a sum or difference inside parentheses, you distribute the multiplication to each term inside the parentheses.

1. Start by multiplying the first term, 2c, by each term inside the parentheses, z and y:

• - 2c × z = 2cz

• - 2c × y = 2cy

2. Next, multiply the second term, -3b, by each term inside the parentheses, z and y:

• - (-3b) × z = -3bz

• - (-3b) × y = -3by

3. Now, combine the like terms:

• - 2cz + 2cy - 3bz - 3by

The simplified expression is 2cz + 2cy - 3bz - 3by.

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