Question

what are 10 ways you could get 28 by using lenght tims width times hight?

Answer 1

Answer:

see the procedure

Step-by-step explanation:

we know that

the number 28 in prime factors is equal to

$28=(2^2)(7)=(2)(2)(7)$

so

10 ways

1) Let

$L=2\\W=2\\H=7$

$LWH=28$

2) Let

$L=7\\W=2\\H=2$

$LWH=28$

3) Let

$L=2\\W=7\\H=2$

$LWH=28$

4) Let

$L=1\\W=4\\H=7$

$LWH=28$

5) Let

$L=4\\W=1\\H=7$

$LWH=28$

6) Let

$L=7\\W=4\\H=1$

$LWH=28$

7) Let

$L=4\\W=7\\H=1$

$LWH=28$

7) Let

$L=14\\W=2\\H=1$

$LWH=28$

8) Let

$L=2\\W=14\\H=1$

$LWH=28$

9) Let

$L=2\\W=1\\H=14$

$LWH=28$

10) Let

$L=1\\W=2\\H=14$

$LWH=28$