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pentagon [3]
3 years ago
13

A syrup manufacturer has some pure maple syrup and some which is 85%

Mathematics
1 answer:
Nostrana [21]3 years ago
7 0

The required number of litres of pure and 85% maple syrup required to produce 150 litres of 96% maple syrup is 40 litres and 110 litres respectively.

Let :

Amount of pure (100%) maple syrup = a

Amount of 85% map’e syrup = b

Creating a system of equation :

  • a + b = 150 - - - (1)
  • 100%a + 85%b = 96% × 150
  • a + 0.85b = 144 - - - - (2)

From (1)

  • a = 150 - b

Substitute a = 150 - b into (2)

  • 150 - b + 0.85b = 144
  • -0.15b = 144 - 150
  • -0.15b = - 6
  • b = 40

From (1)

  • a = 150 - b
  • a = 150 - 40
  • a = 110

Therefore, 40 litres of pure maple syrup and 110 litres of 85% maple syrup will be used.

Learn more : brainly.com/question/24601782

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Each time a component is tested the trial is a success (S) or failure (F). Suppose the component is tested repeatedly until a su
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Answer:

(a)\ \{SSS\}

(b)\ \{FSSS\}

(c)\ \{FFSSS, SFSSS\}

(d)\ \{FFFSSS, SSFSSS, SFFSSS, FSFSSS\}

(e)\ \{FFFFSSS, FFSFSSS, FSSFSSS, SSFFSSS, SFSFSSS, SFFFSSS, FSFFSSS\}

Step-by-step explanation:

Given

S\to Success

F\to Failure

n \to 3 Consecutive trials until S happens

Y \to Number of trials

For every possible outcome, the last 3 must be SSS. So, we have:

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The only possibility here is: \{SSS\}

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(b)\ Y = 4

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\{FSSS\}

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(c)\ Y = 5

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\{FFSSS, SFSSS\}

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\{FFFSSS, SSFSSS, SFFSSS, FSFSSS\}

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