If he has y $5 bills, how much money does he have in $5 bills?
🙄 Bruh, how would it be 5y ._. If he has y $5 bills, "how much money does he have \[i n\] $5 bills?" Meaning, the equation would be 5y times the amount of money "in" a 5 dollar bill-? or like- does that not make sense
y is amount of dollar bills. 5 is the money amount. 5y
oh - 💀😵
Jason counts the $1 bills and $5 bills in his wallet, and finds that he has $46 total. You can write an equation in standard form to describe this situation. In your equation, let x represent the number of $1 bills and let y represent the number of $5 bills. What values will you use for A, B, and C in the equation Ax+By=C?Jason counts the $1 bills and $5 bills in his wallet, and finds that he has $46 total. You can write an equation in standard form to describe this situation. In your equation, let x represent the number of $1 bills and let y represent the number of $5 bills. What values will you use for A, B, and C in the equation Ax+By=C?
A is 1 B is 5 C is 46
1x*5y=46
that is wrong it is x+5y=46
but a b and c is correct
yes but you put a times symbol not a +
yes I figured it out thxs for the help
I will probably have many more questions for you
Farmer John needs to build a fence to surround his goat pen. The perimeter of the pen is 55 feet. The fencing he plans to buy is sold in 3-foot and 8-foot sections. You can write an equation in standard form to model this situation. x= number of 3-foot sections y= number of 8-foot sections Write an equation in standard form to model this situation. Answer
Farmer John needs to build a fence to surround his goat pen. The perimeter of the pen is 55 feet. The fencing he plans to buy is sold in 3-foot and 8-foot sections. You can write an equation in standard form to model this situation. x= number of 3-foot sections y= number of 8-foot sections Write an equation in standard form to model this situation.
Farmer John needs to build a fence to surround his goat pen. The perimeter of the pen is 55 feet. The fencing he plans to buy is sold in 3-foot and 8-foot sections. You can write an equation in standard form to model this situation.
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