How many kilograms are equal to 5,000 grams?

Answers

Answer 1

Answer: 1 Kilogram = 1000 Grams, so 5,000 grams = 5 kg

Answer 2

Answer: For every thousand grams is one kilogram so in 5000 grams is 5 kilograms. :D

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-3/4 + (-3/4)
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I need help with question 3 a,b,c,d pleaseeee pleaseee

Please help me I don't get it

Answers

For questions

14.) 45 bundles
15.) 63 bundles
16.) 108 bundles

Multiply the bundle by 9

Which expression is equivalent to (2to the third power) times -5?

Answers

2 to the third power is 2³

so 2 to the third power times -5 is 2³ * (-5)

which on simplification will be 8* (-5) =-40

Identify a number that results in a 4-digit number when 156,350 is subtracted from it

Answers

Answer:

A number is 157,355

Step-by-step explanation:

We are given a six digit number 156,350. If we subtract 156,350 from a unknown number (x) rsult should be 4 digit number.

Let we suppose 4-digit number smallest as well largest

Smallest 4-digit number = 1000

If we subtract 156,350 from x to get 1000

x-156350=1000

x=156350+1000

x=157,350

Largest 4-digit number = 9999

If we subtract 156,350 from x to get 9999

x-156350=9999

x=156350+9999

x=166,349

Four digit number should be lie between 157,350 to 166,349

We can choose any number between them

Thus, 157,355 is a number to get 4-digit number when 156,350 is subtract.

157,350 will do the job.

(05.01)How many solutions will this system of equations have? (2 points)

x − 2y = 24
3x − 6y = 72

Select one:

a. No solution

b. Infinite solutions

c. One solution

d. Two solutions

Answers

3x - 6y = 72...reduce by dividing everything by 3
x - 2y = 24...notice how this is exactly the same as the other equation....means that the lines are the same line...meaning infinite solutions

Answer:

infinite solutions

Step-by-step explanation:

Mario walked at a rate of 2/3 mile every 10 minutes. What was his rate in person hour? A.)4 B)6 2/3 C)9 D)15

Answers

$1~\text{h}=60~\mathrm{min}~~\Leftrightarrow~~\boxed{\begin{array}{c} 1\mathrm{~min}=(1)/(60)\mathrm{~h} \end{array}}$

Therefore,

$(2)/(3)~\frac{\mathrm{mile}}{10\mathrm{~min}}\n \n \n =(2)/(3)~\frac{\mathrm{mile}}{10\cdot ((1)/(60)~\mathrm{min})}\n \n \n =(2)/(3)~\frac{\mathrm{mile}}{(10)/(60)~\mathrm{min}}\n \n \n =(2)/(3)~\frac{\mathrm{mile}}{(1)/(6)~\mathrm{min}}\n \n \n =(2)/(3\cdot (1)/(6))~\frac{\mathrm{mile}}{\mathrm{min}}\n \n \n =(2)/(((3)/(6)))~\frac{\mathrm{mile}}{\mathrm{min}}\n \n \n =2\cdot (6)/(3)~\frac{\mathrm{mile}}{\mathrm{min}}\n \n \n =2\cdot 2~\frac{\mathrm{mile}}{\mathrm{min}}\n \n \n =4~\frac{\mathrm{miles}}{\mathrm{min}}$

State the zeros of the following. (x- 2) (x - 3) =0

Answers

Answer:

x=2,3

Step-by-step explanation:

(x- 2) (x - 3) =0

Using the zero product property

x-2 =0 x-3 =0

x-2+2=0+2 x-3+3 =0+3

x=2 x+3

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