What is the value of #4-xy+3xy# when #x=2# and #y=-3#?

2 Answers
Mar 10, 2018

See a solution process below:

Explanation:

Substituting #color(red)(2)# for #color(red)(x)# and #color(blue)(-3)# for #color(blue)(y)#:

#4 - color(red)(x)color(blue)(y) + 3color(red)(x)color(blue)(y)# becomes:

#4 - (color(red)(2) xx color(blue)(-3)) + (3 xx color(red)(2) xx color(blue)(-3)) =>#

#4 - (-6) + (-18) =>#

#4 + 6 - 18 =>#

#10 - 18 =>#

#-8#

Mar 10, 2018

#-8#

Explanation:

#"substitute the given values for x and y into the"#
#"expression"#

#rArr4-xy+3xy#

#=4-(color(red)(2)xxcolor(blue)(-3))+(3xxcolor(red)(2)xxcolor(blue)(-3))#

#=4-(-6)+(-18)#

#=4+6-18#

#=-8#