Question

If a=48, b=13, Find the value of a+=b++*5/a++ +b.
ii. If a=4, b=3, Find the value of c=a++*6+ ++b*5 +10.

plse answer.​

Answer 1

To solve:

a) a+=b++*5/a+++b

'a+=b' means add b to a.

'b++' means add 1 to b

Same goes for a++

This can be written as,

$\frac{(a + b + 1)*5}{(a+1+b)}$

Inserting values,

$\frac{(62)*5}{62}$

Which is equal to 5

To Solve:

b) $c = ((a + 1)*6) + (1 + b)*5 + 10$

Inserting values,

$c = 30 + 20 + 10$

So, c = 60.

Answer 2

Answer:

a= b++*5/a++ +b

a = 48+(13*5)(48+14)

=48+(65/48)+14

=48+1+14

=63