Answer:
B.) 990
Step-by-step explanation:
Here's another way of looking at it.
Make an equation representing the graph.
y = mx + b
to find m (slope) I used points (1,30) and (4,150) to get 40 as the slope.
y = 40x + b
to solve for b (y-intercept) I plugged in any point that I wanted in the corresponding place in the equation.
using (4,150)
150 = 40 (4) + b
using PEMDAS you find that b = -10
Then plug and chug to find the number of stamps for the 25th term.
y = 40(25) + -10 or y = 40(25) - 10
y = 990
Answer:
120 pieces with a bit left over
Step-by-step explanation:
Recall that 1 yard = 36 inches. Thus, a 22-inch piece of ribbon has length
L = (22 inches) / (36 inches / yd) = 11/18 yd.
We must now find out how many 22-inch, or 11/18-yard, pieces can be cut from each 25-yd piece. Divide 25 yd by (11/18 yd/piece), obtaining:
25 yd 18 pieces
--------- * ----------------- = 40.91 pieces.
1 11 yd
Since we're interested in only whole pieces of length 11/18 yd, this produces 40 pieces with 0.91 piece left over.
Cutting up the three 25-yd pieces will then result in 3(40 pieces), or 120, pieces of length 11/18 yd.
b. 60°
c. 90°
d. 180°
A.7/6
B. 4/3
C.4/4
D.3/4
y = 72
y = 4.5
20p-60=___