The expression 4(h+2)+2(h+1) can be simplified by using the distributive property.
Starting with the first term, distribute the 4 to both h and 2:
4(h) + 4(2) + 2(h+1)
Simplifying further, we have:
4h + 8 + 2(h+1)
Now distribute the 2 to both h and 1:
4h + 8 + 2h + 2(1)
Simplifying the last part:
4h + 8 + 2h + 2
Combining like terms:
(4h + 2h) + (8 + 2)
Simplifying further:
6h + 10
Therefore, the expression 4(h+2)+2(h+1) is equivalent to 6h + 10 in its simplest form.
Generate an expression equivalent to 4(h+2)+2(h+1). The answer should be in simplest form
1 answer