(x³-9x)/(x²-2x-3) is equal to
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Answer:
Step-by-step explanation:
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Thanks!
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is 8
=8
10((x/2)+6)=8
divide both sides by 10
(x/2)+6=0.8
minus 6 from both sides
x/2=5.4
times both sides by 2
x=10.8
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Final answer:
To identify the real number that corresponds to a point plotted on the real number line, locate the point on the number line and determine which number it represents.
Explanation:
To identify the real number that corresponds to a point plotted on the real number line, you need to locate the point on the number line and determine which number it represents. Each point on the number line corresponds to a unique real number.
For example, let's say a point is plotted on the number line between -5 and -4. This point would correspond to the real number -4.5 because it is exactly halfway between -5 and -4.
Using this method, you can determine the real number for any point plotted on the real number line.
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x + 60 inequality-lessthanorequalto 221; at most 161 pounds
x + 161 inequality-lessthanorequalto 221; at most 60 pounds
x + 60 inequality-lessthanorequalto 161; at most 221 pounds
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- my friend weighs 60 pounds
- let my weight x
so than will get the inequality
x+60 <= 221
x <= 221-60
x <= 161
Answer:
x + 60 < 221; at most 161 pounds.
Step-by-step explanation:
your welcome :)
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Answer
Find out the Philip error.
To prove
As given
A two pound box of spaghetti costs $2.50.
Philip calculated the unit cost by wrong method he divided weight by the cost which is wrong.
2 pound box of spaghetti costs = $2.50
unit cost of box = $1.25
Therefore the unit cost of box is $1.25 .
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Answer:
To construct a copy of ∠ABC with DE as one ray using a compass, you can follow these steps:
Place your compass point on point D, which is one endpoint of ray DE.
Adjust the compass width to any convenient length, but make sure it's longer than half the length of DE.
Without changing the compass width, draw an arc that intersects both sides of ray DE. This arc will help you create an angle congruent to ∠ABC.
Keep the compass width the same and place the compass point on point E, the other endpoint of ray DE.
Without changing the compass width, draw another arc that intersects the first arc you drew.
Label the point where the two arcs intersect as point F.
Draw ray DF. This new ray, DF, will be the other ray of the angle congruent to ∠ABC, with DE as one of its rays.
Step-by-step explanation:
Final answer:
To construct a copy of ∠ABC with DE as one ray, use the compass to measure the angle, draw arcs that intersect DE, then draw a line segment from the initial point of the angle to the intersection point.
Explanation:
To construct a copy of ∠ABC with DE as one ray, first use the compass to measure the angle. Then, place the point of the compass on point A and draw an arc that intersects ray DE. Without changing the compass width, place the point of the compass on the arc you just drew and draw another arc that intersects the first arc. Label the point of intersection as point F. Finally, draw a line segment from point A to point F and you have constructed a copy of ∠ABC with DE as one ray.
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