use the distributive law to multiply 8(2y+4z+5)
16y+8z+40
should be
16y + 32z + 40
To use the distributive law to multiply 8(2y+4z+5), we need to distribute the 8 to each term inside the parentheses.
Let's multiply 8 by each term separately, then combine the results:
First, multiply 8 by 2y:
8 * 2y = 16y
Next, multiply 8 by 4z:
8 * 4z = 32z
Finally, multiply 8 by 5:
8 * 5 = 40
Now that we have these individual results, we can combine them to get the final answer:
16y + 32z + 40
Therefore, 8(2y+4z+5) simplifies to 16y + 32z + 40.