Math, asked by amoskirubha75, 19 days ago

Find the value of x, y, z from the following XX [ y + (-6)] = [13 X (-19)] + [13 X z]​

Answers

Answered by pulakmath007
2

SOLUTION

TO DETERMINE

The value of x , y , z from

 \sf{ \: x \:   \times [y + ( - 6)]  = [13 \times ( - 19)] + [13 \times z]}

CONCEPT TO BE IMPLEMENTED

Distributive PROPERTY

For there real numbers a , b , c

 \sf{a \times (b + c) = (a \times b) + (a \times c)}

EVALUATION

Here the given expression is

 \sf{ \: x \:   \times [y + ( - 6)]  = [13 \times ( - 19)] + [13 \times z]}

Applying Distributive Property we get

 \sf{ \: x \:   \times [y + ( - 6)]  =13 \times  [ ( - 19)+ z]}

Comparing both sides we get

x = 13 , y = - 19 , z = - 6

FINAL ANSWER

x = 13 , y = - 19 , z = - 6

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