Easy math problem ( short ) ?
Tiffany is standing at the midpoint between her house and school. If the distance from her house to the school is 5x - 13 meters and she is standing x+4 meters away from her house, what is the distance between Tiffany's house and school?
THANKS!
Comments
All you have to do is multiply x+4 by two and set it equal to 5x - 13.
So, 2(x+4) = 5x-13
Then solve for x, and substitute in the original equations, and you have your answer!
Hope this helped!
If she is at the midpoint then the distance from her house to the school is double that of the distance of her house to her.
Therefore 5x - 13 = 2(x + 4)
5x - 13 = 2x + 8
3x = 21
x = 7
Now substite back into the original equation: 5x - 13 = 35 - 13 = 22m.
2(x+4)=5x-13
2x+8=5x-13
-3x=-21
x=7
So the distance between Tiffanys house and the school is
5(7) - 13=22 meters
ingredient out the 5: 5(m^2+4m+4)=0 0.5=0 so which you only ignore approximately it now: m^2+4m+4=0 you could the two ingredient or use the quadratic equation. i will teach the two strategies: (m+#)(m+@)=0 you like # cases @ to equivalent the 4 it extremely is thru itself and # plus @ to equivalent the 4 with the m so 2x@=4 and a pair of+2=4. (m+2)(m+2)=0 Then m=-2 Quadratic equation: m^2+4m+4=0 is interior the form am^2+bm+c=0. The quadratic equation is: adverse b plus and minus the sqaure root of (b squared minus 4 cases a cases c) and ALL of it extremely is divided with the aid of 2 cases a. that supplies you 2 solutions. so (-4 +/- sqrt(sixteen-(4*a million*4)))/(2*a million). That simplifies to: -4/2 = -2. there is purely one answer because of the fact the sqaure root cancels to 0. -2 is a double root.
2(x+4)=5x-13
where the distance between her house and school is 5.67 meters
11 meters? I just started problems like that so it may not be right. I think x=7...
Richard H is correct. He deserves the best answer. I deserve a thumbs up
im sorry mam we are out of that but may i suggest the soup of the day
nooo clueee
For the win
I wouldn't mind 10 pts.
look at this site, it should help...
www.thankxforthe2pointsidiot.com