Put the following products in order from least to greatest without multiplying
5x 3/4
4 1/4x 3/4
1/2x 3/4
3/3x 3/4
I'll be glad to check your answers.
he put
4 1/4x3/4
3/3x3/4
5x3/5
1/2x3/4
No.
4 1/4x3/4 = a little more than 3
3/3x3/4 = 3/4
5x3/5 = 3
1/2x3/4 = less than 1/2
you could just put them together and multiply the first fractions numerator and the second fractions denominator and decide
To put the given products in order from least to greatest without multiplying, we can convert each product into a fraction and compare their values.
Let's convert each product into a fraction:
1) 5x 3/4: This product can be expressed as (3/4)x.
2) 4 1/4x 3/4: This product can be expressed as (4 + 1/4)x, which is (16/4 + 1/4)x = (17/4)x.
3) 1/2x 3/4: This product can be expressed as (1/2)x 3/4.
4) 3/3x 3/4: This product can be simplified to (1)x 3/4 = 3/4x.
Now, let's compare the fractions:
Starting with the smallest fraction: (3/4)x
Next smallest fraction: (1/2)x 3/4
Next: 3/4x
Largest fraction: (17/4)x
Therefore, the products in order from least to greatest are:
(3/4)x < (1/2)x 3/4 < 3/4x < (17/4)x