rireneb
28.01.2021 •
Mathematics
One laundry detergent is 15% bleach and another is 40% bleach. How many ounces of each detergent must be used to make 48 ounces of a detergent that is 23% bleach?
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Ответ:
32.64 ounces of a detergent that is 15% bleach was mixed with 15.36 ounces of a detergent that is 40% bleach to get 48 ounces of a detergent that is 23% bleach.
Step-by-step explanation:
Let x be the amount of detergent in ounce of 15% bleach and let y be the amount of detergent in ounce of 40% bleach.
Since 48 ounces of detergent is made, hence:
x + y = 48 (1)
Also, 15% bleach detergent and 40% bleach detergent is mixed to make 48 ounces of a detergent that is 23% bleach, therefore:
0.15x + 0.4y = 0.23(48 ounce)
0.15x + 0.4y = 11.04 (2)
To find x and y, we solve equation 1 and equation 2 simultaneously by multiplying equation 1 by 0.15 and subtracting the result from equation 2:
0.25y = 3.84
y = 15.36 ounces
Put y = 15.36 in equation 1 to get:
x + 15.36 = 48
x = 48 - 15.36
x = 32.64 ounces
Therefore 32.64 ounces of a detergent that is 15% bleach was mixed with 15.36 ounces of a detergent that is 40% bleach to get 48 ounces of a detergent that is 23% bleach.
Ответ:
C) 26 blocks
Step-by-step explanation:
For the firs one draw a dot where they start. Then draw a line going down and label it 10. Next draw a line going left and label it 24. Connect the end of those who lines to form a triangle. Now we can use the pythagorean theory.
a^2 + b^2 = c^2
a^2= side one (you choose)
b^2= side two (whichever side you didn't use out of the two)
c^2= the hypotenuse( this is the diagonal line you drew connecting the two lines at the end)
10^2 + 24^2 =c^2
100 + 576 =c^2
676=c^2 Since the C is still squared we have to squareroot both sides. This will cancel oout the ^2 on the C.
Solve.
26=c