Question

1,5•a•(-6)•b= -45•a•b=

Answer 1

Ответ:

1,5•a•(-6)•b= –9ab

-45•a•b= –45ab

Answer 2

1.5 * a * (-6) * b = -45 * a * b

To solve for the value of a and b, we can first simplify the equation by performing the multiplication.

1.5 * (-6) = -9

So the equation becomes:

-9 * a * b = -45 * a * b

Now, to solve for the values of a and b, we can divide both sides of the equation by -9 * b:

a = -45 / -9 a = 5

So the value of a is 5. Now we can substitute the value of a back into the original equation to solve for b:

1.5 * (-6) * b = -45 * 5 * b -9 * b = -225 * b

Now, we can divide both sides of the equation by -9 to solve for b:

b = -225 / -9 b = 25

So the value of b is 25.

Therefore, the solution to the equation 1.5 * a * (-6) * b = -45 * a * b is a = 5 and b = 25.