If 2 and 4 each divide q without remainder which of the following must q divide without remainder

To solve this problem, we need to convert the measurements so we can carry out the necessary calculations. A ton equals 2000 pounds, therefore, 3/4 ton translates to 1500 pounds. Since there are 16 ounces in a pound, 4 pounds and 14 ounces amounts to 4.875 pounds. To find the number of bricks, we divide:
                                     number of bricks = 1500 lbs / 4.875 lbs
                                                            = 307.7

Consequently, this is the number of bricks required. The final answer is approximately.

Answer:

The solutions are (-√6,0) and (√6,0)

(-√5,-1) and (√5,-1)

Step-by-step explanation:

We start with the equations:

and

Rearranging the second equation to make y the subject results in;

Substituting into the first equation gives us:

and

The solutions remain as (-√6,0) and (√6,0)

(-√5,-1) and (√5,-1)

The formula that describes the sequence is

Step-by-step explanation:

The nth-term formula for a geometric sequence is , where

• a represents the first term of the sequence
• r signifies the common ratio between any two consecutive terms
• =

∵ The sequence is , -4, -24, -144,.......

∵ The first term is

∵ The second term is -4

∴

∵ The third term is -24

∴

∵ The fourth term is -144

∴

∵   = =   = 6

∴ There is a consistent ratio between two consecutive terms

∴ The sequence qualifies as a geometric sequence

∵ The formula for the nth term of the geometric sequence is

∵ a =

∵ r = 6

∴ The equation for the sequence is

The formula that can be employed to outline the sequence is

Learn more:

You can explore more about sequences in

Create a graph with age on the x-axis and money spent on a night out on the y-axis. Plot the ordered pairs as a scatter plot. After placing all points, state the relationship, for example: "the older someone is, the less money they spend on a night out," ensuring the description matches the plotted data. (:

The values of the two supplementary angles are 89 and 1.

To arrive at this, we set the angles as A and B.

We understand that A=B+88 and A+B=90 degrees. Solving this gives A as 89 and B as 1.