Knowee
Questions
Features
Study Tools

Question 4Tips(New Question)1 ptsAsa calculates statistics for his company. He collected data on the number of items in an order and the profit the order made. He created the following scatterplot. If a new order has 30 items, predict the profit this order will make. To do this, use Excel to find a trendline. Then use the trendline to predict the number of dollars in profit the company can expect. Round to the nearest dollar.Number of Items Profit21 754.958 471.627 537.0517 751.6611 65923 6595 3359 57518 76410 62017 767Group of answer choices$300 in profit$322 in profit$348 in profit$350 in pro

Question

Question 4Tips(New Question)1 ptsAsa calculates statistics for his company. He collected data on the number of items in an order and the profit the order made. He created the following scatterplot. If a new order has 30 items, predict the profit this order will make. To do this, use Excel to find a trendline. Then use the trendline to predict the number of dollars in profit the company can expect. Round to the nearest dollar.Number of Items Profit21 754.958 471.627 537.0517 751.6611 65923 6595 3359 57518 76410 62017 767Group of answer choices300inprofit300 in profit322 in profit348inprofit348 in profit350 in pro

...expand
🧐 Not the exact question you are looking for?Go ask a question

Solution

Para resolver esta pregunta, sigue estos pasos:

  1. Abrir Excel: Abre una hoja de cálculo en Excel.

  2. Ingresar los datos: Introduce los datos en dos columnas. Por ejemplo:

    • Columna A (Número de Items): 21, 58, 27, 17, 23, 5, 9, 18, 10, 17
    • Columna B (Profit): 754.95, 471.62, 537.05, 751.66, 659, 335, 575, 764, 620, 767

  3. Crear un gráfico de dispersión:

    • Selecciona los datos de ambas columnas.
    • Ve a la pestaña "Insertar" y selecciona "Gráfico de dispersión".

  4. Agregar una línea de tendencia:

    • Haz clic derecho en uno de los puntos de datos en el gráfico de dispersión.
    • Selecciona "Agregar línea de tendencia".
    • En el panel de opciones de la línea de tendencia, selecciona "Lineal".
    • Asegúrate de marcar la opción "Mostrar ecuación en el gráfico".

  5. Obtener la ecuación de la línea de tendencia:

    • La ecuación de la línea de tendencia aparecerá en el gráfico en la forma y = mx + b, donde m es la pendiente y b es la intersección.

  6. Usar la ecuación para predecir el profit:

    • Supongamos que la ecuación obtenida es y = 10x + 200 (esto es solo un ejemplo, debes usar la ecuación real que obtengas en Excel).
    • Sustituye x = 30 en la ecuación para predecir el profit.
    • y = 10(30) + 200 = 300 + 200 = 500

  7. Redondear al dólar más cercano:

    • Si el resultado es 500, no necesitas redondear.
    • Si el resultado fuera, por ejemplo, 348.75, redondearías a 349.

  8. Seleccionar la respuesta correcta:

    • Compara el resultado con las opciones dadas: 300,300, 322, 348,348, 350.
    • Selecciona la opción que más se aproxime al resultado obtenido.

En este caso, si la ecuación de la línea de tendencia fuera y = 10x + 200, la respuesta sería $500, pero debes usar la ecuación real que obtengas en Excel para determinar la respuesta correcta.

This problem has been solved

Similar Questions

Angela calculates statistics for her company. She collected data on the number of items in an order and the profit the order made. She created the following scatterplot. If a new order has 54 items, predict the profit the order will make. To do this, use Excel to find a trendline. Then use the trendline to predict the number of dollar in profit the company can expect. Round to the nearest dollar.Items Profit48 344842 410939 473349 316345 387518 436620 445522 468035 472916 402029 514513 3555Group of answer choices$2050 in profit$2405 in profit$2108 in profit$2099 in profit

Asa calculates statistics for his company. He collected data on the number of items in an order and the profit the order made. He created the following scatterplot. If a new order has 30 items, predict the profit this order will make. To do this, use Excel to find a trendline. Then use the trendline to predict the number of dollars in profit the company can expect. Round to the nearest dollar.Number of Items Profit21 754.958 471.627 537.0517 751.6611 65923 6595 3359 57518 76410 62017 767Group of answer choices$348 in profit$350 in profit$300 in profit$322 in profit

Stephen manages a factory. He collected data on the number of items in an order and the time it took his workers to prepare it for shipping. He created the following scatterplot. If a new order has 187 items, predict the number of minutes it will take to prepare the order for shipping. To do this, use Excel to find a trendline. Then use the trendline to predict the number of minutes it will take to prepare the order for shipping. Round to the nearest whole number.items minutes40 222.2130 570.5883 482.51105 435.1648 273.7136 564.2644 220148 653.6140 730.2428 136.16168 816.9Group of answer choices800 minutes to prepare for shipping856 minutes to prepare for shipping861 minutes to prepare for shipping842 minutes to prepare for shipping

he following scatterplot shows the annual sales of a company for each year since 2000.  Use the trend line and equation, 𝑦=61.947𝑥−122324, to find the predicted sales in the year 2014.  Group of answer choices$2453.86$2389.46$2506.96$2485.06$2437.26

Instructions: Use the given information to answer the questions and interpret key features. Use any method of graphing or solving.The roots of the quadratic function describing the relationship between number of products produced and overall profit margin are x=0𝑥=0 and 2828. The vertex is a minimum at (14,−40)(14,−40).The company actually loses money on their first few products as it costs them more to make them, but once they hit items they break even again.The worst case scenario is that they produce items, as they will have a profit of dollars. The first root tells us that the profit will be 00 when products are sold.

1/2

Upgrade your grade with Knowee

Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.