Tyler's spending on cards is represented by the equation C = 0.5p, where C is the cost of his purchase and p is the number of packs he buys. This relationship forms a linear graph where the cost (C) increases by $0.5 for each additional pack (p).
Tyler's spending on cards is determined by the equation C = 0.5p, where C represents the cost of his purchase and p signifies the number of packs he buys. This equation forms a linear relationship between C and p, indicating that for each additional pack Tyler acquires, his spending increases by $0.5.
The graph illustrating this relationship is a straight line that starts from the origin (0,0) and rises steadily with a slope of 0.5. As Tyler purchases more packs, his total spending will continue to increase in a proportional and predictable manner, making it easy to estimate his costs based on the number of packs he desires.
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Answer:3
Step-by-step explanation:
The greatest common factor of the terms of the polynomial 3y2 – 21y + 36 is 3. This is because 3 is the highest number that can divide each term of the polynomial evenly and only the first two terms have 'y', so 'y' cannot be considered as a common factor for all terms.
The greatest common factor (GCF) of the terms of a polynomial is the highest number or variable that divides each term of the polynomial evenly. In this case, to find the GCF of the terms of the mathematical expression 3y2 – 21y + 36, we need to look at each term separately.
For the terms 3y2, -21y, and +36, the GCF in numerical terms is 3. However, since only the first two terms have y as a variable, y is not a common factor for all terms. Hence, the greatest common factor of the terms of the polynomial 3y2 – 21y + 36 is 3.
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which of the following has a value greater than 5/6? 5/9 2/3 11/12 10/12
Answer:169pi
Step-by-step explanation:
Circumference(c)=26pi
Circumference(c)=2 x pi x radius(r)
26pi=2pi x r
Divide both sides by 2pi
26pi/2pi=(2pi x r)/2pi
13=r
Radius(r)=13
Area of circle=pi x r^2
area of circle=pi x 13^2
Area of circle=169pi
on the number line.
10
Answer:
You have to plot 10 on number line
JustMove10unitsForwardFromO(zeroororigin)tolocateit