Answered

10-y=4x[tex]show the graph of each of the following linear equations in a cartesian coordinate plane 10-y=4x[/tex]

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Joygraida7viz

Step-by-step explanation:

✒️\large \bold{QUESTION}QUESTION

If m varies directly as n and inversely o,

when m = 8, n = 4 and o = 2,

Find m, when n = 14 and o = 7.

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✒️\large \bold{ANSWER}ANSWER

M = 8

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✒️\large\bold{COMPUTATION}COMPUTATION

Step 1 : Formulate

Base on the given conditions, formulate.

m = \frac{an}{o}m=

o

an

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Step 2 : Substitute

Subtitute M = 8, n = 4, 0 = 2, into

m \frac{an}{o}m

o

an

8 = \frac{a \times 4}{2}8=

2

a×4

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Step 3 : Solve the Equation

\frac{a \times 4}{2} = 8

2

a×4

=8

\frac{a \times 4}{2} = 8

2

a×4

=8

a = 8 \times \frac{2}{4}a=8×

4

2

a = 2 \times 2a=2×2

= 4=4

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Step 4 : Find the Funtion

Find the equation of the function

m = \frac{4n}{o}m=

o

4n

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Step 5 : Subtitute

Subtitute n = 14 into m = \frac{4n}{o}m=

o

4n

m = \frac{4 \times 17}{7}m=

7

4×17

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Step 6 : Solve the Equation

m = \frac{4 \times 14}{7}m=

7

4×14

m = \frac{56}{7}m=

7

56

m = 8m=8

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So the correct Answer is m = 8

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