Greatest common factor of 126

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Answer 1

Answer:

Answer:

Step-by-step explanation:

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George is a fast worker. He can mop 50 ft2 in 1 minute. The court is shaped like a rectangle. It is 95 ft long by 50 ft wide. How many minutes will it take George to mop the gym floor?a.) 95 minutesb.) 3958.3 minutesc.) 4,750 minutesd.) 190 minutes

Steve spent a total of $43.78 to buy some school supplies that would be needed for the year. He spent $27.86 for a backpack, and $3.98 for each notebook he bought. How many notebooks did Steve buy?

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To find the number of notebooks Steve bought you will subtract the amount he paid for his backpack from the total amount, and then you will divide the remaining amount by $3.98 to find the number of notebooks.

($43.78 - $27.86)/$3.98
$15.92/$3.98
4

Steve bought 4 notebooks.

Which image (A'B'C'D') of ABCD cannot be produced using only reflection?

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The image (A'B'C'D') of ABCD , in Option C cannot be produced using only reflection.

What is an Image of a Figure ?

Image is the copy of a figure made along the axis.

The figure attached as two figures , object and image ,the image has some transformation done to it

Figure 1 , option 1 :

In the figure

Object Coordinates :

ABCD : ( -6 ,4) , (-6,6) , (-2,6) , (-4,4)

A'B'C'D' : ( 6,-4) , (6,-6) , (2,-6) , (4,-4)

Figure 2 :

Object Coordinates :

ABCD : ( -6 ,4) , (-6,6) , (-2,6) , (-4,4)

A'B'C'D' : ( 4 , -6) , (6,-6) , (6,-2 ) , (4,-4)

Figure 3

Object Coordinates :

ABCD : ( -6 ,4) , (-6,6) , (-2,6) , (-4,4)

A'B'C'D' : ( 6 , -6) , (6,-4) , (2,-4 ) , (4,-6)

Figure 4

Object Coordinates :

ABCD : ( -6 ,4) , (-6,6) , (-2,6) , (-4,4)

A'B'C'D' : (4 , 6) , (6,6) , (2,6 ) , (4,4)

As all the image formed is just by reflection except of Option C , Figure 3.

Therefore Option C is the answer.

To know more about Image

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Point of intersection of the two axes

Answers

Answer:

Origin (0, 0)

Step-by-step explanation:

Answer:

Step-by-step explanation:

Not sure what the question is here, but if you want to find the point where two lines intersect, you can use simultaneous equations, where the two equations are the line equations.

I dont know how to answer it