Question

Use the graph of the polynomial of degree 10 to identify the multiplicities of the zeros. Enter a C if the graph crosses and T if the graph touches and turns off the x-axis. At $x = -5$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$ At $x = -2$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$ At $x = 1$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$ At $x = 4$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$

Name: use the graph of the polynomial of degree 10 to identify the multiplicities of the zeros enter a c if the graph crosses and t if the graph touches and turns off the x axis at x 5 the graph b 93945
Uploaded: 2022-07-08T23:46:57-08:00
Duration: 2 min 10 s
Channel: Tim Thornhill
Description: use the graph of the polynomial of degree 10 to identify the multiplicities of the zeros enter a c if the graph crosses and t if the graph touches and turns off the x axis at x 5 the graph b 93945

          Use the graph of the polynomial of degree 10 to identify the multiplicities of the zeros.
Enter a C if the graph crosses and T if the graph touches and turns off the x-axis.
At $x = -5$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$
At $x = -2$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$
At $x = 1$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$
At $x = 4$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$

use the graph of the polynomial of degree 10 to identify the multiplicities of the zeros enter a c if the graph crosses and t if the graph touches and turns off the x axis at x 5 the graph b 93945

Added by Derek R.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Tim Thornhill

07/08/2022

Step 1

The multiplicity is odd. Since the graph is close to a line, the multiplicity is 1. Show more…

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Use the graph of the polynomial of degree 10 to identify the multiplicities of the zeros. Enter a C if the graph crosses and T if the graph touches and turns off the x-axis. At $x = -5$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$ At $x = -2$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$ At $x = 1$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$ At $x = 4$: the graph $\boxed{}$ the x-axis, and the multiplicity is $\boxed{}$