Question

79*34*56a/34+25=115049
solve for a
A.13
B.27
C.25
D.26

Answer 1

\[\large \frac{79\times 34\times 56a}{34 + 25} = 115049\]

Solve the bottom first

\[\large \frac{79\times 34\times 56a}{59} = 115049\]

Multiply both sides of this equation by 59

\[\large 79\times 34\times 56a = 6787891\]

Multiply everything

\[\large 150416a = 6787891\]

Divide both sides by 150416

\[\large a = 45.127\]

Answer 2

nope

Answer 3

How is the question written? As I've done it above? Or different?

Answer 4

the way I have it written

Answer 5

parenthesis
exponent
multiply
divide
add
subtract

Answer 6

So written exactly how it is would be
\[\large 79 \times 34 \times \frac{56a}{34} + 25 = 115049\]

so if that's the case, subtract 25 from both sides

\[\large 79 \cancel{\times 34} \times \frac{56a}{\cancel{34}} = 115024\]


Multiply out 79 and 56

\[\large 4424a = 115024\]

And divide both sides by 4424

\[\large a = 26\]

Answer 7

ok my mom saids that's right thanx
I will metal you