Question

from the sum of 7p+3q+11 and 4p-3q-5 subtract 3p-q+11​

Answer 1

Answer:

8P-5

Step-by-step explanation:

Answer 2

Given,

7p+3q+11, 4p-3q-5, 3p-q+11​

To Find,

From the sum of 7p+3q+11 and 4p-3q-5 subtract 3p-q+11​

Solution,

We can find the solution as follows:

It is given that we have to find the sum of 7p+3q+11 and 4p-3q-5 subtract 3p-q+11​.

First, we will find the sum of 7p+3q+11 and 4p-3q-5. To find the sum, we will add the p terms, q terms, and constants.

$= (7p + 3q + 11) + (4p - 3q - 5)$

$= (7p + 4p)+(3q - 3q) + (11 - 5)$

$= 11p + 0 + 6$

$= 11p + 6$

Now, we will subtract​ from 11p + 6.

$= (11p + 6) - (3p - q + 11)$

$= (11p - 3p) + q + (6 - 11)$

$= 8p+q - 5$

Hence, the result is equal to 8p + q - 5.