The students of a school went on a picnic by bus. The number of students in each of x buses was the same. The number of rows of seats in each bus was 4 more than the number of buses. The number of students who sat on each row of seats was 2 more than the number of rows of seats in each bus. The expression below shows the total number of students in all the buses: x(x + 4)(x + 6) How can the total number of rows of seats in all the buses combined be calculated? By multiplying x and (x + 6) By multiplying x and (x + 4) By adding (x + 4) and (x + 6) By adding (x + 4) and (x + 2)
I have got rusty but I try.. :)
Let students be s, buses be x (given), rows be r...
I was guessing maybe D but I am not sure. :/
Okay.
I think D is not right..
See, I think I have got it..
Sorry, this is row of seats in only one bus..
In one bus, row of seats = \(4+x\)..
So B?
yep.. Good.. :)
Thanks. :)
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