How do you rewrite 10x + 25 using distributive property?????!!!!!
do you know what the distributive property is?
ax + ay = a(x+y)
So, what value is common to both terms?
You have to find a common multiple of 10 and 25, which is 5.
take 5 out and you will get: 5(2x+5)
To rewrite the expression 10x + 25 using the distributive property, we need to factor out the common factor from both terms.
Step 1: Identify the common factor, which is 5.
Step 2: Rewrite the expression using the common factor:
10x + 25 = 5(2x) + 5(5)
Step 3: Distribute the common factor to each term:
= 5 * 2x + 5 * 5
Step 4: Simplify by multiplying:
= 10x + 25
So, 10x + 25 remains the same when using the distributive property.