A topical cream is sold in a 34-gram container. The average amount of topical cream used per application is 2\7 grams. How many applications can be made with the container?
Answers
Number of applications = 34 ÷ 2/7
= 34 × 7/2
= 17 × 7
= 119
Number of applications = 119
Final answer:
This is a division problem. You find the number of applications by dividing the total weight of the cream (34 grams) by the amount used per application (2/7 grams), which gives us 119 applications.
Explanation:
This is a problem of simple division under the topic of arithmetic in mathematics. You are given a total quantity of topical cream (34 grams) and you know how much is used per application (2/7 grams). So, the number of applications can be found by dividing the total quantity by the amount used per application.
To calculate, divide 34 (the total weight of the cream) by 2/7 (the amount used per application).
This gives us, 34 ÷ (2/7) = 119,
Therefore, you can make 119 applications with the container of cream.
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Working;
Start by finding the derivative of the function f(x);
Turning points occur when the derivative function=0;
Thus
2x-2=0
x=1
when x=1 then
f(1)=
=7
Turning point then is (1,7)
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(10^3) x (the number of weeks he keeps it up)
of them.
10*10*10
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:) :)
Answers
Answer: 10
Step-by-step explanation:
James's age = x
Jack's age = y
y = 7x
y + 5 = 5(x + 5)
y = 7x
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Answers
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Answers