Question

17(x+4)+8(x+6)=11(x+5)+15(x+3)​

Answer 1

Answer:

x = 16

Step-by-step explanation:

I have attached the steps

Answer 2

Answer :-

$17(x+4)+8(x+6)=11(x+5)+15(x+3)$

$=> 17x+68+8x+48=11x+55+15x+45$

$=>17x+8x+68+48=11x+15x+55+45$

$=>25x+116=26x+100$

$=>25x-26x=100-116$

$=>-1x=-16$

$=>x=-16\div(-1)$

$=>x=16$

Verification :-

LHS = $17(x+4)+8(x+6)$

= $17(16+4)+8(16+6)$

= $17$ × $20+8$ × $22$

= $340+176$

= $516$

RHS = $11(x+5)+15(x+3)$

= $11(16+5)+15(16+3)$

= $11$ × $21+15$ × $19$

= $231+285$

=  $516$

LHS = RHS hence, verified.

Thus,

The value of $x$ equals to $16$.

$@NightRead$

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