State the slope and y-intercept of the graph of each question state the slope and y-intercept of the graph of each question 1. y= -3x + 4
2. x- y =5
3. x = -4

Answers

Answer 1

Answer: Slope=m
Y intercept=b
1. m=-3, b=4

Related Questions

A room has an area of 121 ft2 but carpeting is only sold in m2. How much carpeting is needed to carpet the room?
Identify the center and radius of a circle with equation (x+4)^2+(y-2)^2=36
Carol Byrd gets a student rate of $30.00 a month. There is a $250 deductible; but no coinsurance payment. She recently received treatment for a covered condition. The bill was $2,300.00. Carol's insurance company provided payment of 80% of the bill less the deductible. What was the company's payment? ________ What was Carol's total cost (ignoring the monthly premium)? ____________
Julián invito a sus amigos a comer una pizza. Él comió 2/8 del total. Juan comió el doble que Julián y mica comió la mitad de lo que comió juan. a- ¿Cuántas porciones tenía la pizza? b- ¿Cuántas comió Julián? c- ¿Cuántas comió juan? d- ¿y Mica? e- ¿Cuántas porciones sobraron? f- Demuestra con un gráfico tus respuestas.
Which term describes what a manufacturer spends for goods or services?costpricemarkup

A salesman makes 5% commission on sales. What is his commission on $4,321 worth of sales?

Answers

So all you have to do here is,

Whats 5% of 4321

Witch = $216.05

He make $216.05 in commission

William cut two similar triangular slices of cheese with the dimensions shown below. Explain/ show work please

Answers

The ratio of side lengths is approximately 1.4.
We need to first figure out which sides correspond to which.

13/9.29 = 1.39935 which is close to 1.4, so the sides 13 cm and 9.29 cm are corresponding sides.

8/5.71 = 1.401 which is close to 1.4, so the sides 8 cm and 5.71 cm are corresponding sides.

That leaves the 7 cm side corresponding to the unknown side.

7 cm/1.4 = 5 cm

Answer: D. 5 cm

Harrison mows lawns and rakes leaves for his summer and fall weekend jobs. He gets $10 an hour to mow lawns and $8 an hour to rake leaves. If, during September, Harrison mows for m hours and rakes for 12 hours, which expression represents the amount of money he makes

Answers

The expression which represents the amount of money he makes is 10m + 96

How to be write mathematical expression?

Amount earned per hour for lawns = $10
Amount earned per hour to rake leaves = $8
Number of hours mowed = m
Number of hours raked = 12 hours

Total amount of money earned = (10 × m) + (8 × 12)

= 10m + 96

Therefore, the expression which represents the amount of money he makes is 10m + 96

Learn more about mathematical expression:

brainly.com/question/723406

#SPJ9

10m+8(12)

Harrison mowes lawns for 11 hours, so m=11. How Much money does he make in September? He makes 206 $.

Can someone please show how to solve this ln(5x-1)+ln(x-6)=ln6 ???

Answers

when you add ln, you multiply
ln((5x-1)(x-6)=ln6 do now FOIL
ln(5x^2-30x-x+6)=ln6
therefore
5x^2-31x+6=6 and
5x^2-31x=0 furthermore
x(5x-31)=0
one solution is 0, which we will reject
the other solution is 5x=31
x=31/5

ln(5x - 1) + ln(x - 6) = ln(6)
ln((5x - 1)(x - 6)) = ln(6)
      ln(5x(x - 6) - 1(x - 6) = ln(6)
ln(5x(x) - 5x(6) - 1(x) - 1(-6)) = ln(6)
ln(5x² - 30x - x + 6) = lm(6)
ln(5x² - 31x + 6) = ln(6)
   5x² - 31x + 6 = 6
5x² - 31x + 6 - 6 = 6 - 6
   5x² - 31x + 0 = 0
x = -(-31) +/- √((-31)² - 4(5)(0))
   2(5)
x = 31 +/- √(961 - 0)
   10
x = 31 +/- √(961)
10
x = 31 +/- 31
   10
x = 31 + 31 x = 31 - 31
10 10
x = 62    x = 0
10 10
x = 6²/₅ x = 0

Determine two pairs of polar coordinates for the point (5, 5) with 0Á _ _ < 360Á

Answers

the polar coordinates are given by M(x, y), such tha x=rcos(teta), and y=rsin(teta), it was given M(5,5), so 5=rcos(teta) and 5=rsin(teta), the ratio gives us 5/5= cotan (teta), 1= cotan (teta), implies 1= tan(teta), so teta = Pi/4, let's find r
5=rsin(Pi/4)=r . sqrt(2)/2, so r =10/sqrt(2)=10sqrt(2)
finally the polar coordinates are (r, teta) = (10sqrt(2), Pi/4)

An ant can travel at a constant speed of 980 inches every 5 minutes.1. How far does the ant travel in 1 minute?
2. At this rate ,how far can the ant travel in 7 minutes?