Write an expression to represent:
CardinalThrough20(-B) less than the product of cardinalThrough20(M) and a number x
.
M * x + B
The product of cardinalThrough20(M) and a number x
can be written as
M
x
.
CardinalThrough20(-B) less than something means that we subtract -B
from it.
If we subtract -B
from expr(["*", M, "x"])
, we have expr(["+", ["*", M, "x"], B])
.
CardinalThrough20(B) more than the product of cardinalThrough20(M) and a number x
.
The product of cardinalThrough20(M) and a number x
can be written as
M
x
.
CardinalThrough20(B) more than something means that we add B
to it.
If we add B
to expr(["*", M, "x"])
, we have expr(["+", B, ["*", M, "x"]])
.
CardinalThrough20(B) minus the product of cardinalThrough20(-M) and a number x
.
The product of cardinalThrough20(-M) and a number x
can be written as
-M
x
.
CardinalThrough20(B) minus something means that we subtract it from B
.
If we subtract expr(["*", -M, "x"])
from B
, we have expr(["+", B, ["*", M, "x"]])
.
The sum of cardinalThrough20(B) and the product of cardinalThrough20(M) and a number x
.
The product of cardinalThrough20(M) and a number x
can be written as
M
x
.
"Sum" means that we add B
and expr(["*", M, "x"])
.
If we add B
and expr(["*", M, "x"])
, we have expr(["+", B, ["*", M, "x"]])
.