A pair of equations is shown below: y = 8x – 9 y = 4x – 1 Part A: Explain how you will solve the pair of equations by substitution or elimination. Show all the steps and write the solution.
I will give medals Please help me
Set the equation equal to each other
how can i do that im not really good at that
Since both of them are equal to y you set the equation to be 8x-9=4x-1
okay and then what?
Combine Like terms. Bring 4x to the other side by subtracting and combine like terms
so minus the 4 and what other number?
So 8x-4x=4x-9=-1
Since 8x and 4x share a x they are like terms and you can combine them
So now solve 4x-9=-1
so now we have 4x - 9 = -1
yes. Bring nine to the other side by adding and divide by 4
does the 1 has to be negative?
yes since it is negative from the original equation
or you can add one to the other side to make it positive but thats an extra step
Okay so 4x - 9 = -1 /4 /4 Right?
no first you add 9. 9+-1=8
What did u add?\
So you understand how we got 4x-9=-1 Right?
yes but what is next
So to solve for x bring 9 to the other side. Since 9 is negative on the other side you do the opposite and add
4x=9+-1
9+-1 is 8. Divide by 4 and get 2
So the solution is 2
x=2
okay can u help me with one more?
sure
A pair of equations is shown below: y = 7x – 9 y = 3x – 1 Part A: In your own words, explain how you can solve the pair of equations graphically. Write the slope and y-intercept for each equation that you will plot on the graph to solve the equations.
Ok same thing here set each equation equal to each other
so 7x-9 = 3x - 1?
Yes. Now combine like terms
do I add the 7 or 3
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