Answer:
Graph attached of all the problems.
Problem 1- Slope is m=6 and y-intercept is c=20
Problem 2-Slope is m=2 and y-intercept is c=10
Problem 3-Slope is m=-3 and y-intercept is c=20
Problem 4-Slope is m=5 and y-intercept is c=10
Problem 5-Slope is m=3 and y-intercept is c=6
Step-by-step explanation:
Given : 5 problems
To identify : The slope and y-intercept for each problem and also show the graph.
Solution :
Slope intercept form is y=mx+c
where m is the slope and c is the y-intercept
Problems:
Problem 1 - John began his job making $20 the first day. After that he was paid $6.00 per hour.
Y = 6x + 20
Comparing with the slope - intercept form
Slope is m=6 and y-intercept is c=20
Graph is attached below (1)
Problem 2 - A membership to Movie Night Movie Club costs $10 plus $2 per movie.
Y = 2x +10
Comparing with the slope - intercept form
Slope is m=2 and y-intercept is c=10
Graph is attached below (2)
Problem 3 - You start out with $20 and then spend money in a store where every item is $3.
Y = -3x + 20
Comparing with the slope - intercept form
Slope is m=-3 and y-intercept is c=20
Graph is attached below (3)
Problem 4-Your weight-lifting class cost you a $10 fee up front and $5 per class after.
Y = 5x + 10
Comparing with the slope - intercept form
Slope is m=5 and y-intercept is c=10
Graph is attached below (4)
Problem 5 -You join a paperback book club for $6, and then spend $3 per book.
Y = 3x + 6
Comparing with the slope - intercept form
Slope is m=3 and y-intercept is c=6
Graph is attached below (5).
(2, –10)
(2, 14 2/5)
(2, 5)
Answer:
(2,9)
Step-by-step explanation:
Took the test
B. 90°
C. 75°
D. 105°
Answer:
C. 75°
Step-by-step explanation:
We have been given a circle and we are asked to find the measure of angle AEC.
We will use Intersecting chords theorem to find the measure of angle AEC, which states that measure of angle formed inside a circle by two intersecting chords is one half the sum of the measure of the arcs intercepted by the angle and its vertical angle.
We can see that measure of arc AC is 110 degrees and measure of its vertical arc BD is 40 degrees.
Therefore, measure of angle AEC is 75 degrees and option C is the correct choice.
Answer : C. 75°
Given : arc length AC=110, CB=20, AD=190, and BD=40
We need to find ∠AEC
The below is the formula for measure of an angle formed by two chords
∠AEC =
We know arc AC = 110 and arc BD = 40
So ∠AEC =
=
∠AEC = 75 degrees
If the answer is a decimal, round it to the nearest tenth.
Answer:
2.9 (2.85)
Step-by-step explanation: