384
no more
To calculate how many dimes would fit in a quart jar, we first need to determine the volume of a dime. A dime has a diameter of 17.91 mm and a thickness of 1.35 mm, resulting in a volume of approximately 405.6 cubic mm. A quart jar has a volume of 946.35 cubic cm, which is equivalent to 946,350 cubic mm. Dividing the volume of the quart jar by the volume of a dime gives us approximately 2,332 dimes that would fit in a quart jar.
632
325
A quart is equal to 32 fluid ounces, and a quarter has a volume of approximately 0.069 cubic inches. To find out how many quarters would fit in a quart jar, we need to convert the volume of the quart jar into cubic inches. Since 1 fluid ounce is equal to approximately 1.80469 cubic inches, a quart jar would have a volume of around 57.75 cubic inches. Dividing this volume by the volume of a quarter, we find that approximately 837 quarters would fit in a quart jar.
i quart
427
186
384
no more
Fine the area of the jar then find the area of a quarter then divide the area of the jar by the area of the quarter and you get your answer.
To calculate how many dimes would fit in a quart jar, we first need to determine the volume of a dime. A dime has a diameter of 17.91 mm and a thickness of 1.35 mm, resulting in a volume of approximately 405.6 cubic mm. A quart jar has a volume of 946.35 cubic cm, which is equivalent to 946,350 cubic mm. Dividing the volume of the quart jar by the volume of a dime gives us approximately 2,332 dimes that would fit in a quart jar.
632
325
Approx 460 beans.
To determine the number of nickels in a quart-size jar, we first need to calculate the volume of the jar in cubic inches. A quart is equivalent to 57.75 cubic inches. Next, we need to find the volume of a nickel, which is approximately 0.069 cubic inches. Dividing the volume of the jar by the volume of a nickel gives us around 837 nickels that can fit in a quart-size jar.