Question

plz guys help it's urgent plz plz help ​

Answer 1

$\LARGE{ \underline{ \purple{ \sf{Required \: answer:}}}}$

Here we are given with two equations and a certain question that how much should equation 1 be decreased to get equation 2?

• Equation 1 = a⁴ + 2a² - 3a + 7
• Equation 2 = a³ + a² + a - 1

For determining the above decrement by equation 1, we need to subtract Equation 2 from Equation 1:

➝ Equation 1 - Equation 2

➝ a⁴ + 2a² - 3a + 7 - (a³ + a² + a - 1)

➝ a⁴ + 2a² - 3a + 7 - a³ - a² - a + 1

Combining the like terms (same degree):

➝ a⁴ - a³ + (2a² - a²) + (-3a - a) + 7 + 1

➝ a⁴ - a³ + a² - 4a + 8

Thus, when Equation 1 is decreased by a⁴ - a³ + a² - 4a + 8, we will get Equation 2. And we are done !!!

Answer 2

Step-by-step explanation:

In question we have to given two equation .

$\sf\large\underline\purple{Given:)}$

• two equation

1. equation 1:
2. ${a}^{4} + {2a}^{2} - {3a} + 7$
3. equation 2 :
4. ${a}^{3} + {a}^{2} + a - 1$

$\sf\large\underline\purple{to find:)}$

• how much should equation 1 be decreased to get equation 2.

$\huge\red{answer}$

the given equations:

1. Equation 1 = a⁴ + 2a² - 3a + 7
2. Equation 2 = a³ + a² + a - 1

• firstly , we need to subtract equation 2 from equation 1

➝ Equation 1 - Equation 2

➝ a⁴ + 2a² - 3a + 7 - (a³ + a² + a - 1)

➝ a⁴ + 2a² - 3a + 7 - a³ - a² - a + 1

now we combine like terms in the given expression:

• a⁴ - a³ + (2a² - a²) + (-3a - a) + 7 + 1

let see the combination of like term a⁴ - a³ + a² - 4a + 8

Thus, when Equation 1 is decreased by a⁴ - a³ + a² - 4a + 8, we will get Equation 2.

thanks