Part A: What is the solution to the pair of equations represented by p(x) and f(x)? (3 points) Part B: Write any two solutions for f(x). Part C: What is the solution to the equation p(x) = g(x)? Justify your answer.
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so... got any ideas?
a solution to a system of equations is where their graph meet or intersect
Well im wondering if it wants the solutions as in where the 2 lines intersect or like the solution of equations?
where the 2 lines intersect = the solution of equations
what about where it says write 2 solutions for f(x)?
I'd think any two solutions means, another point on f(x) that may be intersected by some other function.... which could be any coordinate set on f(x) what did you get the A ?
(-3,-2)
Sorry I can't really help you here.
yeap... -3, -2 is right for A so any other point that could be a solution, say...who knows a line crossing f(x) at -7, 2 would be another one... or say -1.5, -4
and for C well, would be obvious... where p(x) intersects g(x)
so any other point that could be a solution FOR F(X) WITH SOME OTHER EQUATION'S GRAPH, say...who knows a line crossing f(x) at -7, 2 would be another one... or say -1.5, -4
just to be clear
Thanks for your help!
yw
coudl you help me with 1 more?
ok
Veronica teaches French in groups of four students. She rents a room for $200 per month. She charges $45 per hour per student. Veronica teaches seven groups of students, and her net earnings per month are $6,100. Part A: If each student learns French for the same number of hours, write an equation that can be used to calculate the number of hours each student learns French in a month. Part B: How many hours did each student learn French each month? Show your work and justify each step of your work.
do you know what "net earnings" is?
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