Question

Упростите выражение3,2*(х-5)-6*(1,5х-1)*-умножение

Answer 1

=3,2х-16-9х+6= -5,8х-10

Answer 2

$3,2*(x-5)-6*(1,5x-1)= \\ \\ =3,2x-3,2*5-6*1,5x-6*(-1)= \\ \\ =3,2x-16-9x+6= \\ \\ =-5,8x-10$

Answer 3

I can help you with simplifying algebraic expressions.

The expression you entered is $$3.2*(x-5)-6*(1.5x-1)$$

To simplify it, we need to apply the distributive property of multiplication over addition and subtraction. That means we multiply each term inside the parentheses by the factor outside the parentheses. For example, $$3.2*(x-5) = 3.2*x - 3.2*5$$

Using this rule, we get:

$$3.2*(x-5)-6*(1.5x-1) = 3.2*x - 3.2*5 - 6*1.5*x + 6*1$$

Next, we need to combine the like terms. Like terms are terms that have the same variable and the same exponent. In this case, we have two terms with $$x$$ and two constant terms. We can add or subtract them by their coefficients. For example, $$3.2*x - 6*1.5*x = (3.2 - 6*1.5)*x$$

Using this rule, we get:

$$3.2*x - 3.2*5 - 6*1.5*x + 6*1 = (3.2 - 6*1.5)*x - (3.2*5 - 6*1)$$

Finally, we need to simplify the coefficients by performing the arithmetic operations. For example, $$3.2 - 6*1.5 = -6.8$$

Using this rule, we get:

$$(3.2 - 6*1.5)*x - (3.2*5 - 6*1) = -6.8*x - 10$$

This is the simplest form of the expression. We cannot simplify it further.

Some additional sentences to conclude the response are:

Ответь+подробно.+Упростите+выражение3,2*(х-5)-6*(1,5х-1)*-умножение