Question
Find the Quotient and the domain .
![fraction numerator 25 straight x squared minus 4 over denominator straight x squared minus 9 end fraction divided by fraction numerator 5 straight x minus 2 over denominator straight x plus 3 end fraction](data:image/png;base64,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)
Hint:
The expansions of certain identities are:
![table attributes columnalign right columnspacing 0em end attributes row cell left parenthesis straight x plus straight a right parenthesis left parenthesis straight x plus straight b right parenthesis equals straight x squared plus left parenthesis straight a plus straight b right parenthesis straight x plus ab end cell row cell open parentheses straight x squared minus straight a squared close parentheses equals left parenthesis straight x minus straight a right parenthesis left parenthesis straight x plus straight a right parenthesis space space space space space space space space space space space space space space space end cell end table](data:image/png;base64,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)
Finding the quotient is same as division. Dividing a number and multiplying it with a reciprocal of the number have the same effect.
We are asked to find the quotient and the domain of the expression.
The correct answer is: Hence, the domain is, (-∞,3)∪(3,∞).
Step 1 of 3:
The given expression is,
.
Now, take the reciprocal of the second expression and multiply them,
![fraction numerator 25 x squared minus 4 over denominator x squared minus 9 end fraction cross times fraction numerator x plus 3 over denominator 5 x minus 2 end fraction](data:image/png;base64,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)
Step 2 of 3:
Simplify the expression and cancel out the common factors,
![table attributes columnalign right left right left right left right left right left right left columnspacing 0em 2em 0em 2em 0em 2em 0em 2em 0em 2em 0em end attributes row cell fraction numerator 25 x squared minus 4 over denominator x squared minus 9 end fraction cross times fraction numerator x plus 3 over denominator 5 x minus 2 end fraction equals fraction numerator left parenthesis 5 x right parenthesis squared minus 2 squared over denominator x squared minus 3 squared end fraction cross times fraction numerator x plus 3 over denominator 5 x minus 2 end fraction end cell row cell equals fraction numerator left parenthesis 5 x minus 2 right parenthesis left parenthesis 5 x plus 2 right parenthesis over denominator left parenthesis x minus 3 right parenthesis left parenthesis x plus 3 right parenthesis end fraction cross times fraction numerator x plus 3 over denominator 5 x minus 2 end fraction space space space space space space space space space space space space space space space space space space space space space space space end cell row cell equals fraction numerator left parenthesis 5 x plus 2 right parenthesis over denominator left parenthesis x minus 3 right parenthesis end fraction space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space space end cell end table](data:image/png;base64,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)
Thus, the quotient is,
.
Step 3 of 3:
The domain of a rational expression should exclude the value for which the denominator attains a zero value. Thus, we have:
![table attributes columnalign right columnspacing 0em end attributes row cell straight x minus 3 equals 0 end cell row cell straight x equals 3 space space space space space space end cell end table](data:image/png;base64,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)
Hence, the domain is, -∞,3)∪(3,∞).
We have to state the domain of a rational expression while simplifying them because we must exclude zeros of a denominator as dividing with zero is not defined.
Related Questions to study
Order from least to greatest
0.363636..... , √15 , ![square root of 17 over 3 end root](data:image/png;base64,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)
Order from least to greatest
0.363636..... , √15 , ![square root of 17 over 3 end root](data:image/png;base64,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)
Becky is competing in an 8-mi road race. She runs at a constant speed of 6 mi/h. Write an in slope-intercept form to represent the distance Becky has left to run.
Becky is competing in an 8-mi road race. She runs at a constant speed of 6 mi/h. Write an in slope-intercept form to represent the distance Becky has left to run.
Recognize the following numbers as real numbers , rational numbers , irrational numbers , integers ,whole numbers :
![13.9 comma space square root of 49 comma space minus 48](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHwAAAATCAYAAABSvGkxAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAQ3ZOC+gAAAvpJREFUeNrtmU+EVVEcx68x8uQtSpFMlJEkeWIaSmVckmTkGRPtkpKRpGWLIjIaiVKrVFqkHunPJtUmzxjJJJWMJyUtWrRoEUk9Y2r6/vgOx/XOn3vumTtvmvvlY97ce8+d7/n93jnnd85E0f+nMpjOgUJtov2gXoRh4egJOFyEYWFoOfjOn4UctA6cBm8192PwGPwCTfABXALLLO/tA2NsI23vge5Z8D8EHjo8129Yh/PymkUm/4vBZfCTfXgKunQvugWOGF4ma+MAWKRc28SX6rQLTIBe0AE6wSHwHqwIHAjxN+hQ1DU0fczTa5aitGHI0Q0wTO+SpxEwbntp2ir0h+HeK80I2QfOBwzEGvANlCzPXWUSp+fQaxaZ/Ecc1arkizsZMuHdHAE6TWmui5HXAQNxElyzPLMNPDP0MS+vvrL5jziVlxPev4RIuExxB7mO7zE89wn0tLi+mmtkKL0Buw33ZXp7x7+r62NeXn3k4j/i+n1c+X0ruJAl4ckDiBOWd8l0+JnFUAfp54iZ9Oh4ucW1jeAr1y2dZC07ZuljaK8h5eJfVKFXYZRx2RFihC8FVRYEfQ5Vep3ri3AXrE05auT5m/S2PXHvHLhoaCtBeO7YxxBeXQeL6wmeq38Z/bfBSqWw7uHMVQm1hpddqsAWKqVsd4oJl332y8Q9GZWbDW3HmTTfPpY8+xhKrv4faBIbR5bTx7RVetOjE2LirEe7o+Cvsk3aAj5apvOs5+K+XkPJ1X/TN0dpEl5h4ZZWw6YDAYtker3Dz1fAGc8g5uF1Nr8ESTVazASiDVzLUwdjlIVNJwuamNPpAc03MuI2Qj2skcDJad7eRJsa21QdOnsd/KYP2XuvDxQwV68+nvNI+ACTHitFZ8w1fMh16lAl1d4jpaCps4qNDAnfyeemeEBT06wzaYK3BPwB98GLgAFz9dquCZ/ZaczsKpocpNWoTVWz7OlVjTluC9vJcyFFciY/YSm+VPUy4avmkedCirqi9P+gGJyHnudU/wD0AQatgrRDBwAAALR0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW4+MTMuOTwvbW4+PG1vPiw8L21vPjxtbz4mI3hBMDs8L21vPjxtc3FydD48bW4+NDk8L21uPjwvbXNxcnQ+PG1vPiw8L21vPjxtbz4mI3hBMDs8L21vPjxtbz4mI3gyMjEyOzwvbW8+PG1uPjQ4PC9tbj48L21hdGg+VJ5ZAAAAAABJRU5ErkJggg==)
Recognize the following numbers as real numbers , rational numbers , irrational numbers , integers ,whole numbers :
![13.9 comma space square root of 49 comma space minus 48](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHwAAAATCAYAAABSvGkxAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAQ3ZOC+gAAAvpJREFUeNrtmU+EVVEcx68x8uQtSpFMlJEkeWIaSmVckmTkGRPtkpKRpGWLIjIaiVKrVFqkHunPJtUmzxjJJJWMJyUtWrRoEUk9Y2r6/vgOx/XOn3vumTtvmvvlY97ce8+d7/n93jnnd85E0f+nMpjOgUJtov2gXoRh4egJOFyEYWFoOfjOn4UctA6cBm8192PwGPwCTfABXALLLO/tA2NsI23vge5Z8D8EHjo8129Yh/PymkUm/4vBZfCTfXgKunQvugWOGF4ma+MAWKRc28SX6rQLTIBe0AE6wSHwHqwIHAjxN+hQ1DU0fczTa5aitGHI0Q0wTO+SpxEwbntp2ir0h+HeK80I2QfOBwzEGvANlCzPXWUSp+fQaxaZ/Ecc1arkizsZMuHdHAE6TWmui5HXAQNxElyzPLMNPDP0MS+vvrL5jziVlxPev4RIuExxB7mO7zE89wn0tLi+mmtkKL0Buw33ZXp7x7+r62NeXn3k4j/i+n1c+X0ruJAl4ckDiBOWd8l0+JnFUAfp54iZ9Oh4ucW1jeAr1y2dZC07ZuljaK8h5eJfVKFXYZRx2RFihC8FVRYEfQ5Vep3ri3AXrE05auT5m/S2PXHvHLhoaCtBeO7YxxBeXQeL6wmeq38Z/bfBSqWw7uHMVQm1hpddqsAWKqVsd4oJl332y8Q9GZWbDW3HmTTfPpY8+xhKrv4faBIbR5bTx7RVetOjE2LirEe7o+Cvsk3aAj5apvOs5+K+XkPJ1X/TN0dpEl5h4ZZWw6YDAYtker3Dz1fAGc8g5uF1Nr8ESTVazASiDVzLUwdjlIVNJwuamNPpAc03MuI2Qj2skcDJad7eRJsa21QdOnsd/KYP2XuvDxQwV68+nvNI+ACTHitFZ8w1fMh16lAl1d4jpaCps4qNDAnfyeemeEBT06wzaYK3BPwB98GLgAFz9dquCZ/ZaczsKpocpNWoTVWz7OlVjTluC9vJcyFFciY/YSm+VPUy4avmkedCirqi9P+gGJyHnudU/wD0AQatgrRDBwAAALR0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW4+MTMuOTwvbW4+PG1vPiw8L21vPjxtbz4mI3hBMDs8L21vPjxtc3FydD48bW4+NDk8L21uPjwvbXNxcnQ+PG1vPiw8L21vPjxtbz4mI3hBMDs8L21vPjxtbz4mI3gyMjEyOzwvbW8+PG1uPjQ4PC9tbj48L21hdGg+VJ5ZAAAAAABJRU5ErkJggg==)
The Approximate annual interest rate r of a monthly installment loan is given by the formula:
![r equals fraction numerator fraction numerator 24 left parenthesis n m minus p right parenthesis over denominator n end fraction over denominator open parentheses p plus fraction numerator n m over denominator 12 end fraction close parentheses end fraction](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGoAAABACAYAAADyFuLHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAmEikXYwAABC1JREFUeNrtnDFoFUEQQBcJnyBBCEEkBJsgQUTEToKIjUgIKcQmfEIQEUKwELGxEAkiaUSCWARCihAshCCfIJJOxEJEEAliIYKIhVgEQhCR8AnEGf8cLOvt3t3///7N3J8HA9m7I7f7Z3duZmd3jSkXVZBlIXVdpvqKY5+kDvIG5Fjg2Sl61uYgyFeQQ0La20f17ZM6Kg6AXAf54Ll/khTpKmoWZEFYWxeo3qLZjbnWD/IWZChGUc9AJpxrn+naexqpt517U9Qh6tQ5joC8BNkCudqGNuA7JukdOyDvqO4RE1RvsZwHeR1zHRs1aplKmy0yf/bI3AN5Qj/OaZBt5x4q8DjIKZDvIKsgI1TeboNlwHfMW8rBb9KS9UxvG95TGINk2oad6zgapp1vmk3dKZ8hRUScpdES3cPvw0Cg/CrwHY0TE/N+t7ONgdRSWA72YG9+QcpK+yP5FFWlEWKXV2L+TlNuhknn/b7/uytxJG1k8NqSTN9j50ON5WvW3zPOvVC5GR6BPHCurZICbdO3I01RG/S9ME0qynUm0MSMW+V1q+zeSyo3Q43M6TkqY9u+gVSkOxNp7H5IUei1PbTK29Rj48qhe3HlZtgi5Xyh//ecTHvp3POscAp4KylMmviAt9UppCUG9UDvbi3hmUWpU0iKouThQHS7KIqiKIqiKEoXE8oCK0wIZYEVRoSywAojQllghRGhLLDCiFAWWGFEHpldRWkwRzHELHlCuxpT8ARTxz9MY4HIcOA5zakUDK6Wuaw/A/8I/U8H3qMZ3BYzvr611mr6GEboGpELidA1IhcYoRdFD3Wasi9MrFI7e1qN0IsCF8yPdcnguGj+3yslgpumsTuvm7hP7RbDYdPItHKcZ8tzH3Avxa8DUhR1B+Qu0/gy733AXNvu7bVHGdYrj33ALkM0qtiDvW+TsXfWiX3AH0223ZaFgDae67E4ndoHjHu6prkraplxJTu1D3jaCDjDaZ1x7NSpfcDjEmKqTyac/2oH3CeKRTgUvxOmUubIhb0H8tM0Ms/oTQ2WSFEizptIOrlkjdxeDDT7KX7Bbf9PS6SoNL9D4ewl3EeTcMK5hkcU/CqZouqSFeXLPPcmKKqV5GZR+3Prkoe8L7ofNdnWiKvpy9mZ8EX3t0y2+TF1JnJ2zzG6d2egKzTlUiavT4R7Hgp4a9SAC1aDaib7MaLcFSUi4A1NIWF0f4mUhU7HJpWLYITM7WbAAUlzwnQcIqaQfJOyFcNr9x/mpGYSRmfSCdOhzjrFXVG+NAdXc5DGjGb14LD97NMcUVA75Fy7Qs6ENEX5TpgW7UhESEpHhxTlO2G6LG3/l77murglraJCJ0yH4idRi1uQG0bGcrF9z0jKcsJ0xDy1WxwSFmDGKSrrCdORs7RmhIJTSXheeJWpgnyTrFknYLF9i+TOp+IvKwP+HchSsWMAAAFUdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1pPnI8L21pPjxtbz49PC9tbz48bWZyYWM+PG1mcmFjPjxtcm93Pjxtbj4yNDwvbW4+PG1vPig8L21vPjxtaT5uPC9taT48bWk+bTwvbWk+PG1vPiYjeDIyMTI7PC9tbz48bWk+cDwvbWk+PG1vPik8L21vPjwvbXJvdz48bWk+bjwvbWk+PC9tZnJhYz48bWZlbmNlZCBzZXBhcmF0b3JzPSJ8Ij48bXJvdz48bWk+cDwvbWk+PG1vPis8L21vPjxtZnJhYz48bXJvdz48bWk+bjwvbWk+PG1pPm08L21pPjwvbXJvdz48bW4+MTI8L21uPjwvbWZyYWM+PC9tcm93PjwvbWZlbmNlZD48L21mcmFjPjwvbWF0aD7RYt1WAAAAAElFTkSuQmCC)
Where n is the total number of payments , m is the monthly payment and p is the amount financed.
a. Find the approximate annual interest rate for a four year signature loan $20,000 that has monthly payments of $500.
The Approximate annual interest rate r of a monthly installment loan is given by the formula:
![r equals fraction numerator fraction numerator 24 left parenthesis n m minus p right parenthesis over denominator n end fraction over denominator open parentheses p plus fraction numerator n m over denominator 12 end fraction close parentheses end fraction](data:image/png;base64,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)
Where n is the total number of payments , m is the monthly payment and p is the amount financed.
a. Find the approximate annual interest rate for a four year signature loan $20,000 that has monthly payments of $500.
The line
passes through the points
.Find b, n, and p.
The line
passes through the points
.Find b, n, and p.
Find the Quotient and the domain .
![fraction numerator left parenthesis straight x minus straight y right parenthesis squared over denominator straight x plus straight y end fraction divided by fraction numerator 3 straight x plus 3 straight y over denominator straight x squared minus straight y squared end fraction](data:image/png;base64,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)
Find the Quotient and the domain .
![fraction numerator left parenthesis straight x minus straight y right parenthesis squared over denominator straight x plus straight y end fraction divided by fraction numerator 3 straight x plus 3 straight y over denominator straight x squared minus straight y squared end fraction](data:image/png;base64,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)
For What value of X is
undefined ?
For What value of X is
undefined ?
Give an example of two irrational numbers whose product is rational .
Give an example of two irrational numbers whose product is rational .
Find the Quotient and the domain .
![fraction numerator y squared minus 16 over denominator y squared minus 10 y plus 25 end fraction divided by fraction numerator 3 y minus 12 over denominator y squared minus 3 y minus 10 end fraction](data:image/png;base64,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)
Find the Quotient and the domain .
![fraction numerator y squared minus 16 over denominator y squared minus 10 y plus 25 end fraction divided by fraction numerator 3 y minus 12 over denominator y squared minus 3 y minus 10 end fraction](data:image/png;base64,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)
A Basketball coach is considering three players for most valuable player . The table shows the proportion of shots each player made of the shots they attempted.
![](data:image/png;base64,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)
a) For a technical foul , the team can pick any player they want to shoot the free throw. Which player should the team pick ?
b) Which player is most successful with their field goal shots? Explain.
c) Rank the players by the percentage of the 3- point shots each made .
d) If all the players attempted the same number of shots , which player would you choose as the most valuable player? Justify your answer.
In this question, it can be explained further:
A. Kimberly: 0.857 > 4/5 > 71%
Here, Kimberly's free throws have the highest proportion.
B. Martin: 49.5% > 9/20 > 0.448
Here, Martin's proportion of field goals is the highest.
C. Corey: 0.338 > 1/3 > 32%
Kimberly > Corey > Martin
From the above explanation, we can conclude Kimberly is first, Corey is second, and Martin is third.
I'd go with Kimberly because he has a higher percentage on all shots than the other two players.
A Basketball coach is considering three players for most valuable player . The table shows the proportion of shots each player made of the shots they attempted.
![](data:image/png;base64,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)
a) For a technical foul , the team can pick any player they want to shoot the free throw. Which player should the team pick ?
b) Which player is most successful with their field goal shots? Explain.
c) Rank the players by the percentage of the 3- point shots each made .
d) If all the players attempted the same number of shots , which player would you choose as the most valuable player? Justify your answer.
In this question, it can be explained further:
A. Kimberly: 0.857 > 4/5 > 71%
Here, Kimberly's free throws have the highest proportion.
B. Martin: 49.5% > 9/20 > 0.448
Here, Martin's proportion of field goals is the highest.
C. Corey: 0.338 > 1/3 > 32%
Kimberly > Corey > Martin
From the above explanation, we can conclude Kimberly is first, Corey is second, and Martin is third.
I'd go with Kimberly because he has a higher percentage on all shots than the other two players.