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SashulF [63]
3 years ago
6

The number 72 is between what two perfect squares? Enter a numerical answer only.

Mathematics
2 answers:
jasenka [17]3 years ago
7 0
Well a perfect square looks like this:

6 x 6
2 x 2

So the number 72 is between the PRODUCT of two perfect squares such as those.

One product has to be above 72, and the other below it.

So lets multiply.

8 x 8 = 64
9 x 9 = 81

Oh look at that, 72 is between 64 and 81.


alexira [117]3 years ago
3 0

64=8^2
81 = 9^2

72 is between what two perfect squares 64=8^2 and 81 = 9^2
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What is another way to name 1/4
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2 years ago
(6x²-x-1)/(x-1) <br> How do I simplify this so it is not divided by anything?
a_sh-v [17]

Simplify:

The equation is already simplified =====>  (6x²     -     x      -     1)/(x        -    1)



Solve:

Solution   (6x²    -    x    -    1)/(x      -    1)    =======>   6x    +   5    +    4/x    -   1

Steps:

Apply Long Division on:  

(6x²    -   x   -   1)/(x    -   1)

Divide:

(6x²    -   x   -   1)/(x    -   1):          

(6x²    -   x   -   1)/(x    -   1)      =     6x    +    5x   -  1/x   -   1

=          6x     +    5x    -    1/x     -    1

Divide:

5x    -   1/x   -   1  

5x     -    1/x   -   1    

=        5     +     4/x     -   1

Answer      ======>    6x     +    5     +    4/x     -   1







Hope that helps!!!!!                                       : )

7 0
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