a city launch performs for seniors received a grant of 1.925*10^6 dollars divided that figure by the cost of 2.75 per launch to find out how many senior launches the grant can provide write the answer in scientific notation
7*10^6
0.7*10^6
7*10^5
0.7*10^5
To find out how many senior launches the grant can provide, we need to divide the grant amount by the cost per launch.
Grant amount = $1.925 * 10^6
Cost per launch = $2.75
Number of senior launches = Grant amount / Cost per launch
Number of senior launches = (1.925 * 10^6) / 2.75
To write the answer in scientific notation, we need to express the result as a number between 1 and 10, multiplied by a power of 10.
Number of senior launches = 7 * 10^5
Therefore, the answer is 7 * 10^5 senior launches.
To find out how many senior launches the grant can provide, we need to divide the grant amount by the cost per launch.
The grant amount is 1.925 * 10^6 dollars.
The cost per launch is 2.75 dollars.
Dividing the grant amount by the cost per launch:
1.925 * 10^6 / 2.75 = 700,000 / 2.75 = 254,545.45
Since we need to write the answer in scientific notation, the closest option is 2.545 * 10^5. So the correct answer is 0.7 * 10^5.
To find out how many senior launches the grant can provide, we need to divide the grant amount by the cost per launch.
The grant amount is given as 1.925*10^6 dollars.
The cost per launch is given as 2.75 dollars.
To divide the grant amount by the cost per launch:
1.925*10^6 / 2.75
To perform the division, we can divide the numerical parts (1.925 / 2.75) and subtract the exponents (10^6 / 10^0).
1.925 / 2.75 = 0.7 (rounded to one decimal place)
10^6 / 10^0 = 10^6
So, the answer in scientific notation is:
0.7*10^6
Therefore, the grant can provide 0.7*10^6 senior launches.