2x/5 - X/2 = 40
LCD = 10
2•(2x/5) - 5•(X/2) = 40
4x/10 - 5x/10 = 40
4x-5x/10 = 40
-X/10 = 40
10•(-X/10) = 40 • 10
-X = 400
-X/-1 = 400/-1
X = -400.
I believe the solution is that X = -400.
Answer:
multiply!!
Step-by-step explanation:
just multiply for number 4 :)
Answer:
as x approaches infinity, y approaches negative infinity
as x approaches negative infinity, y approaches infinity
Step-by-step explanation:
let's look at the leading power of this graph. it is -4x^3, which means the leading power is 3. since this value is odd, it must go from either down to up or up to down. since the leading coefficient is negative, it goes from up to down (kind of like a negative slope).
Answer:
Using Math Papa Algebra Calculator I was able to simplify to:
-81x^5+1198x^3-896x=0
In further detail this equation can be factored and then solved for the multiple x-values given, which are: x=0 or x=−3.7416573867739413 or x=3.7416573867739413 or x= -8/9 or x=8/9
Step-by-step explanation:
I used a punnet square to solve for the simplified equation, from there I used Math Papa Algebra Calculator.
I would answer with the simplified answer, sorry I'd need more specifics to answer this question fully.
Once again the simplified is -81x^5+1198x^3-896x=0
Answer:
2.a..A=1/2 ×1.0×2.4=1.2m²
b.area of rectangle button=l×w=2.4×2.8=6.72m²
c.area of back =l×w=1.0×2.8=2.8m²
d.area of top =l×w=2.8×2.6=7.28m²
3.
total area =2×area of traingular side +area of rectangle button+c.area of back+area of top
=2×1.2+6.72+2.8+7.28=19.2m²
4.Assumption
total area of triangular prism is
sum of area if each faces.