A scientist is growing bacteria in a beaker. At this rate, in 4 hours, 122 bacteria have grown. How many bacteria will grow in 6 hours?(1 point)
To find out how many bacteria will grow in 6 hours, we need to determine the growth rate of the bacteria per hour. 122 bacteria have grown in 4 hours, so the growth rate is 122 bacteria / 4 hours = <<122/4=30.5>>30.5 bacteria per hour.
In 6 hours, the number of bacteria that will grow is 30.5 bacteria/hour * 6 hours = <<30.5*6=183>>183 bacteria. Answer: \boxed{183}.
To determine the rate at which bacteria are growing per hour, we can divide the total number of bacteria that grew in 4 hours (122 bacteria) by the number of hours (4 hours).
Rate of bacterial growth per hour = Total number of bacteria / Number of hours
Rate of bacterial growth per hour = 122 bacteria / 4 hours
Rate of bacterial growth per hour = 30.5 bacteria per hour
Now, we can calculate the total number of bacteria that will grow in 6 hours by multiplying the rate of growth per hour by the number of hours (6 hours).
Total number of bacteria in 6 hours = Rate of bacterial growth per hour * Number of hours
Total number of bacteria in 6 hours = 30.5 bacteria per hour * 6 hours
Total number of bacteria in 6 hours = 183 bacteria
Therefore, in 6 hours, 183 bacteria will grow.
To find the number of bacteria that will grow in 6 hours, we can use the information given. We know that the rate of bacteria growth is constant. In 4 hours, 122 bacteria have grown, so the rate of growth is 122 bacteria / 4 hours = 30.5 bacteria per hour.
To find the number of bacteria that will grow in 6 hours, we can multiply the growth rate by the number of hours. So, 30.5 bacteria/hour * 6 hours = 183 bacteria.
Therefore, in 6 hours, approximately 183 bacteria will grow.