Is 5(2x-3y) equivalent to 10x - 3y? Please help me

Answers

Answer 1

Answer: The answer would be false.

Answer 2

Answer: No its not because 5(2x-3y) is 10x-15

Related Questions

One pallet can store 15^5 water bottles. A stock room receives 15^13 water bottles. Enter the number of pallets needed to store all the water bottles the stock room received.___pallets
What is the rate of the graph
How do you solve 9(96) using the Distributive Property.
What number is 24% of 80
During training, Janice kayaked 4.68 miles on Monday and 5.61 miles on Tuesday. How much farther did she kayak on Tuesday?

How to make 75% as a fraction in simplest form

Answers

75% as a fraction would be $(75)/(100)$ .

If you convert 75% as a decimal, $.75$ , the last number, 5, is in the hundredth position. Which means the denominator will be 100.

The numerator will obviously be 75.

Now we can simplify.

Let's divide both numbers by 25.
$75/25=3\n100/25=4$

Our final answer is $(3)/(4)$ .

75% = 75/100÷ 5= 15/20 ÷5= ¾. does this help? hope it does

A newborn giraffe weighs about 65 kilograms how much does it weight in grams

Answers

65000 that is the right answer

Determine the slope of the graph of x^4=ln(xy) at the point (1,e)

Answers

Answer:

Answer is 3e.

Step-by-step explanation:

The slope is given by the derivative at the given point.

Differentiating:-

4x^3 = 1/xy *(x * dy/dx + y)

4x^3 = 1/y * dy/dx + 1/x

dy/dx = (4x^3 - 1/x) * y

At the point (1, e) x = 1 and y = e so substituting

slope at (1,e) = dy/dx = (4(1)^3 - 1/1) * e

= 3e (answer)

It is 3e. Differentiating x^4=ln(xy), we have to implicitly differentiate this.

$4x^(3)= (1)/(xy) \cdot (d)/(dx)(xy)$

The derivative of xy you have to use the chain rule.

$(d)/(dx)(xy)=x \cdot (dy)/(dx)+y$

So now it's

$4x^(3)=(y+(dy)/(dx) \cdot x)/(xy)$

Now we want the slope when x=1 and y=e

$4(1)^(3)=(e+(dy)/(dx))/(e)$

$4=(e+(dy)/(dx))/(e)$

$4=1+(dy)/(dx) \cdot (1)/(e)$

$(dy)/(dx)=3e$

Al's Awesome Autos advertised a special sale on cars - Dealer cost plus 5%!! jack and Margaret bought a luxury sedan for$23,727.90.what was the dealers cost?

Answers

Dealer's Cost + another 5% of Dealer's cost = (1.05) Dealer's cost.

(1.05) Dealer's cost = $23,727.90

Divide each side by 1.05 :

Dealer's cost = $23,727.90 / 1.05 = $22,598.00

Write the equation of the line that passes through the points (-1, -2), (2, 7).