Score for this attempt: 0 out of 5 Submitted Feb 19 at 11:47pm This attempt took...

Transcribed Image Text:

Score for this attempt: 0 out of 5 Submitted Feb 19 at 11:47pm This attempt took less than 1 minute. Incorrect Question 1 Incorrect The Linearization of a function f at a number a is given by: L(x) = ' (a) f(a)(z a) L(x) = f(a)+ f'(a)(x a) L(x) = f(a) f'(a)(z+a) L(x) = f(a)+f(a)(-a) L(2) f(a) - f'(a)(-a) = Question 2 0/1 pts 0/1 pts In order to find the Linearization of the function f(x) = x - 5 at a number a, we first find f' (a): f' (a) = 1 5 f'(a) 2a-5 2 f'(a) = 5 f'(a)=a-5 1 f' (a) = 2a-5 Incorrect Question 3 The Linearization of a function f(x) = x at a = 4 is given by: L(x) 8+16(x-4) L(x) = 16+(x-4) 0/1 pts correct correct Question 4 The differential of a function f is given by: dx = f'(x)dy dy = f'(x) dy dx = f'(x) dx = f'(x) dy dy = f'(x)dx Question 5 Find the differential of the function f(x) = x+5x. 2x+5 dy dx 2 V22+52 2x + 5 dy = dx x+5 dy dx 2+5 dy dx 2v2+52 1 dy dx 2 V22+52 0/1 pts 0/1 pts Quiz Score: 0 out of 5 Score for this attempt: 0 out of 5 Submitted Feb 19 at 11:47pm This attempt took less than 1 minute. Incorrect Question 1 Incorrect The Linearization of a function f at a number a is given by: L(x) = ' (a) f(a)(z a) L(x) = f(a)+ f'(a)(x a) L(x) = f(a) f'(a)(z+a) L(x) = f(a)+f(a)(-a) L(2) f(a) - f'(a)(-a) = Question 2 0/1 pts 0/1 pts In order to find the Linearization of the function f(x) = x - 5 at a number a, we first find f' (a): f' (a) = 1 5 f'(a) 2a-5 2 f'(a) = 5 f'(a)=a-5 1 f' (a) = 2a-5 Incorrect Question 3 The Linearization of a function f(x) = x at a = 4 is given by: L(x) 8+16(x-4) L(x) = 16+(x-4) 0/1 pts correct correct Question 4 The differential of a function f is given by: dx = f'(x)dy dy = f'(x) dy dx = f'(x) dx = f'(x) dy dy = f'(x)dx Question 5 Find the differential of the function f(x) = x+5x. 2x+5 dy dx 2 V22+52 2x + 5 dy = dx x+5 dy dx 2+5 dy dx 2v2+52 1 dy dx 2 V22+52 0/1 pts 0/1 pts Quiz Score: 0 out of 5