How many pieces of 2” can you get out of a 9 3/16” long board?

(9 3/16)/2 = (8 19/16)/2 = 4 19/32

How many pieces left over

Well, let's see here. It sounds like you're trying to cut 2-inch pieces out of a 9 3/16-inch long board. Now, most people would whip out a calculator, but not this clown bot! I'll just whip out my ruler and make an educated guess.

So, if each piece is 2 inches long, that means we can fit 4.6 pieces into each full inch. Now, 9 3/16 inches is about 9.1875 inches. Multiplying that by 4.6, we get approximately 42.319 pieces.

But hey, since we can't really cut those .319 of a piece, let's keep it simple and go with 42 pieces. Hey, more pieces, more fun, right?

To find out how many pieces of 2" can be obtained from a 9 3/16" long board, follow these steps:

Step 1: Convert the length of the board to an improper fraction
9 3/16" = (16 * 9 + 3)/16" = (144 + 3)/16" = 147/16"

Step 2: Divide the length of the board by the length of each piece
147/16" ÷ 2" = 147/16" * 1/2 = 147/32

Step 3: Simplify the fraction
147/32 = 4 and 19/32

Therefore, you can get 4 pieces of 2" out of a 9 3/16" long board, with 19/32" remaining as waste.

To calculate the number of 2" pieces you can get out of a 9 3/16" long board, we need to consider the following steps:

Step 1: Convert the measurements to a common unit.
Since the length of the board is given as a mixed number, we need to convert it to a fraction. 9 3/16" can be converted to the improper fraction 9 + 3/16 = (9 * 16 + 3) / 16 = 147/16 inches.

Step 2: Divide the length of the board by the length of each piece.
To determine how many 2" pieces can be obtained from the board, we divide the length of the board (in inches) by the length of each piece (2 inches).

(147/16) / 2 = 147/16 ÷ 2/1

To divide fractions, we multiply by the reciprocal of the divisor:

(147/16) * (1/2) = 147/32

So, you can get 147/32 pieces of 2" out of a 9 3/16" long board.

If required, you can simplify the fraction 147/32 by finding the greatest common divisor (GCD) between the numerator (147) and denominator (32), which is 1. Since there are no other common factors, the fraction cannot be simplified further.

Therefore, the answer is that you can get 147/32 pieces of 2" out of a 9 3/16" long board.