Which is greater 419.10 or 419.099

Answers

Answer 1

Answer: 419.10 is greater than 419.099

Answer 2

Answer: This question is easy enough.

419.10 > 419.099

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Please help, I've been stuck on this one for a while...Simplify: 4 3/2

Take the digits 4,5,6,7,8and9.make any three numbers each with 8digits

Answers

So we can use the following digits: 4,5,6,7,8,9

and we need three numbers with 8 digits each. Here are some examples:
1)
45 678 999 (you can also write 45,678,999 for easier reading)

2) 44 456 789 (you can also write 44,456,789 for easier reading)

3)45 678 456 (or 45,678,456)

What is the slope-intercept form of 9x +3y −6 = 0?

Answers

$9x +3y-6 = 0\n \n3y=-9x-3 \ \ /:3 \n \ny=-3x-1 \n \n the \ slope \ intercept \ form \ is : \n \n y= mx +b \n \n slope : \ m= -3$

he slope intercept form is
3y=-9x+6
y=-3x+2

The original price of a stereo was reduced by 40%. The sales price was then reduced by 25%. This price was then reduced by 35%. If a stereo is now sellingfor $234.00, what was the original price?

Answers

If it was reduced by 35% 234 is 65% of the reduced price. So you divide it by 65 and multiply by 100.
234/65 x 100 = 360
360 is the price that was reduced by 25 % so it's 75% of the reduced price. for this you do 360 / 75 x 100 = 480
480 is the price that was reduced by 40% so it is 60% of the original price. to find the original price you do 480/60 x 100 = $800

Every week Perry gets paid $150 plus 12% of his total sales amount. Solve the equation 840=150+0.12(a−1,250) for a to find the total amount Perry must sell in order to be paid $840 in one week.

Answers

The total amount Perry must sell in order to be paid $840 in one week will be $7,000.

What is the solution to the equation?

The allocation of weights to the important variables that produce the calculation's optimum is referred to as a direct consequence.

Every week Perry gets paid $150 plus 12% of the number of his total sales. The total amount Perry must sell in order to be paid $840 in one week is given as,

840 = 150 + 0.12(a − 1,250)

Simplify the equation, then we have

840 = 150 + 0.12(a − 1,250)

690 = 0.12 × (a − 1,250)

(a − 1,250) = 5,750

a = $7,000

The total amount Perry must sell in order to be paid $840 in one week will be $7,000.

More about the solution of the equation link is given below.

brainly.com/question/545403

#SPJ2

Answer:

Step-by-step explanation:

840=150+0.12(a-1250)

840-150=0.12(a-1250)

690=0.12(a-1250)

690/0.12=(a-1250)

5750=(a-1250)

a=5750+1250

a=7000

Evaluate the algebraic expression a + b - c when a = 3, b = 5 and c = 7.

Answers

3 + 5 - 7 = 1
1, Hope this helps!

I told you, you can ask me
a+b-c
3+5-7
=1

PREGUNTA 5Una fábrica produce 300 rodamientos de apoyo a un costo de 3200 dólares, pero si produce 700 el costo es de $4800. Si se sabe que la relación del costo (C) y el número de rodamientos de apoyo (x) es lineal, obtenga una fórmula que exprese esta relación y calcule el costo de producir 950 rodamientos de apoyo.

Answers

Answer:

C = 4x + 2000 es la ecuación

El costo de los rodamientos de soporte 950 es de $ 5,800

Step-by-step explanation:

Esperamos una gráfica lineal de costo contra el número de rodamiento de respaldo.

Un punto en este diagrama tendrá una representación como (número de demoras, costo)

Ahora, a partir de la pregunta, podemos identificar dos puntos; (300,3200) y (700,4800)

Generalmente, la ecuación de una línea recta tiene la forma

y = mx + c

donde m es la pendiente y c es la intersección en y

Lo que esto significa en esta línea es que tenemos dos cosas para calcular, que es la pendiente de la línea y la intersección de la línea. Usando los dos puntos podemos calcular estos.

matemáticamente, la pendiente se puede calcular como;

tenemos m = (4800-3200) / (700-300) = 1600/400 = 4

Como conocemos la pendiente, el modelo lineal ahora se convierte en

y = 4x + c

Para obtener el valor de la intersección con el eje y, podemos usar cualquiera de los dos puntos. Digamos que queremos usar el primer punto (300,3200)

3200 = 4 (300) + c

3200 = 1,200 + c

c = 3200-1200

c = 2000

Así la ecuación se convierte

y = 4x + 2000

Ahora usemos los parámetros definidos en la pregunta, tenemos;

C = 4x + 2000

donde C es el costo yx es el número de rodamientos de soporte

Ahora queremos calcular el costo de 950 rodamientos

Simplemente usamos la ecuación que hemos modelado donde en este punto, x = 950

C = 4 (950) + 2000