nitikagoyal2309

ultramarinewolf257

tancat522

purplefish209

pinkseal972

OC1069651

limetrout411

raspberryguinea-pig332

fuchsiamole391

bluecamel236

beigemarten277

silverferret185

pucerat81

purplepanda580

lavendercockroach685

jaderaccoon449

ochreshark600

amberherring211

apricothare672

shdhhfhshokll5680

Answer: f(q)= 2q+3Step-by-step explanation:6q = 3s - 9 Divide each term by 3 6...

Answer: f(5)=-8 Step-by-step explanation: f(5) means that value of the functio...

Answer: f(x)=-3x+4Step-by-step explanation: 9x+3y=12 Divide each term of the g...

milindmohansonu

Consider the function represented by the equation 6q = 3s - 9. Write the equation in function notation, where q is the independent variable.
<img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="%E2%AD%95%5C%3B%20f(q)%3D%5Cfrac%7B1%7D%7B2%7D%20q-%5Cfrac%7B3%7D%7B2%7D" /> &nbsp;
<img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="%E2%AD%95%5C%3B%20f(q)%20%3D%202%20s%2B3" /> &nbsp;
<img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="%E2%AD%95%5C%3B%20f(s)%20%3D%20%5Cfrac%7B1%7D%7B2%7D%20s%5C%3A%20-%5C%3A%20%5Cfrac%7B3%7D%7B2%7D" /> &nbsp;
<img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="%E2%AD%95%5C%3B%20f(q)%3D%202%20q%2B3" /> &nbsp;

The table represents a function.
<table style="border-collapse: collapse; width: 9.06402%; height: 85px;" border="1">
<tbody>
<tr style="height: 17px;">
<td style="width: 4.62963%; height: 17px; text-align: center;">x</td>
<td style="width: 4.62963%; height: 17px; text-align: center;">f(x)</td>
</tr>
<tr style="height: 17px; text-align: center;">
<td style="width: 4.62963%; height: 17px;">-4</td>
<td style="width: 4.62963%; height: 17px;">-2</td>
</tr>
<tr style="height: 17px; text-align: center;">
<td style="width: 4.62963%; height: 17px;">-1</td>
<td style="width: 4.62963%; height: 17px;">5</td>
</tr>
<tr style="height: 17px; text-align: center;">
<td style="width: 4.62963%; height: 17px;">3</td>
<td style="width: 4.62963%; height: 17px;">4</td>
</tr>
<tr style="height: 17px;">
<td style="width: 4.62963%; height: 17px; text-align: center;">5</td>
<td style="width: 4.62963%; height: 17px; text-align: center;">-8</td>
</tr>
</tbody>
</table>
What is f(5)?
⭕ -8
⭕ -1
⭕ 1
⭕ 8

Consider the function represented by 9x+3 y=12 with x as the independent variable. How can this function be written using function notation?
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<img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="%E2%AD%95%5C%3B%20f(x)%3D%20-3%20x%2B4" /> &nbsp;
<img class="fm-editor-equation" src="data:image/png;base64,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" data-mlang="latex" data-equation="%E2%AD%95%5C%3B%20f(x)%3D%5C%3A%20-%5Cfrac%7B1%7D%7B3%7D%20x%5C%3A%20%2B%5C%3A%20%5Cfrac%7B4%7D%7B3%7D" /> &nbsp;
<img class="fm-editor-equation" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIcAAAAWCAYAAADq3Y/sAAAAAXNSR0IArs4c6QAABltJREFUaEPtmnWoZVUUh78xsEAUFQQRFLuxULE7UDFRbOwAW7E7sAMVZSxsRRE7sDGxUTFQDBQFu1F0Rj5Ye9hz3Oe+fc/c9978cfc/87hnn71X/NZav7XOTGC4hhZoscCEoWWGFmizwBAcQ2y0WmAIjiE4pgtwCMQExkktEi0FvF/hr2WA9yr2TS9bZsh0nwy06T/e8uqfGYF/gcljlTkWBc4BdOovwFohgMZQhjWA7YCjK61zJnAP8LZKVL4zXts2BJ6Iy78EXgYuA54fL4F63LsK8GoAZFIJHPMAtwKbAtcARwB/ToMiRs3jwL3A68B5wN7AJwGMp4HXgGP6cLRynw68Ajzcx3vToEanV43CWzJA7ARcDLwI+PegM0jyZ5eAUdY7gB1K4Eig0Aq7At8DSwB3hnJdQbI7cBawQmQNz09GOQNYB9igg6EE3VPA+QGQTt4b5ZeWBRYGHsju8e8tkwMGeL/O1R5m1ZSpao/XllcC3wEnNcExG3AJcDPwQuHENQGd3A9ARLGX3g98BBzZiHCfmWLPjaxSUsQzUhQkzpJH27bACcBqHcBVa7hp2XcgcHXjgLuBb4BDCzLn+vqaNlL/mkwgOP4BNgKe7FPovYC/ADnfyU1wmClclpO25UsiswSe5jsqeQOwBTAf8BPwRgieFN0kstK8Gf9IBtkHWBFYPMqbBEnlVdrIUA7PmR34IcrUbS2C98urahxRY/u5Qu98r/YQMIJandKyhMvD1Pd24L54cHbY74AK8HcFx5Ihk4FvqZ4KHGYNf7wO+LCH1pYYnXZqJQdR2EOCfK0evCIZRIddAEiASiXFd0XztcCCgETO3+QYv2XveI6c5fdI1SXHztRHmvW89SscUQOOfI+ybx98ywgVJJ9l95ghLD9yPPWTnKuLQLoKkNQaEL1WF3B476PA5gFWy/xU4JBriNATg2e0CeC+g4ELK8Ghoc1EgmrVhsEV6hFglnBGyakLBCgkqt7p2jqi66IwXgLH/MDSLU7VaKdVpmbPE/xtRFG5a1d+xlbAQlH+UpYupf+JQQjNtpYIZbckL1aQqSmLe/8GNi4AqaSPusoFnwMeC6XGDBwK/2l0Kvs1LOqzH4E3e4DDPZLim4DDADOApcNs9G2cl8Ah55hjFCI+F1t57LBq1uXB4Up79wRujPJ4SmPDUREIBqLl0lJj1k3BkLYrixmzGVTrAs82ztRGZue8jLnF0rZIyJnOsYJISGfWlqke1/AJSamXWPNrVurv942S1TS0HEQuYhovZQ4N4J7PgW0Az7GlNhvlJFUjmTXMHm0R0k/EN42YO2S3ygykfLawpaXN1VtgCKJcd0uPhFVi+HFwD7NlUyb10Rf5u2lkIJfL7eB9lqTmb9qtSYCVNwFsQgLHSHxCJF8R6bkXL8mNkVKUZ5sa8+W9sniftYHDPc5GdLwRJCgPalFyTmDlFscZBabbmmWKHQ3O0dRdx+8Y4M+fLR+DPR0sSX0QeKZG8ChBtd1KyibNo9eLzOH9U01IrYVrF9rVNP/QOTWdihemdD9rTD9LmWGPID8CpC3iHRgdDjwU5Exi2sxAbwXZdbBWWqUoa7O3ctsRDapjSRkr18/hl+27PKKZEWwO/oi237/dVytLF0LatMP/OEe+IQ29HFil5YhahWozhu8lQe1Ijm3xhKTrA0C0vtOyR35hxtoZuKtgKDuZLzr29pUB2XmbwLCdd8jnDMlhouRaXuHvJTBrNwdRjtYtpW0lriTUqIOjsyUaL2oQiZGTQKO+tIzSS4NHHNeyZzNApu/AqGQoe3OznbW6NsIGpWPNOXYox0f5fDe+W7xUKLPpLEm3g0FbWD8p9LMSOOxW+p2QpnvMHFM6tn4HRL2ETRNRU6jZwiHWLiN0ECokyZTs+sEnP2Pu+M1sZi1tLmck1mPT89f9WHGM9+Y2LgE4Pfdfu7Jfg8D3C3bftz02iEaaiVSZYJDg2D+GOM4uHPTocD8wjbQEiMBQsZ8DCH5xlYR6Rql9dPooobXkTI9fN0fSOX8uybZ9dMaxUpSTQX+Q60eeKXsHCY7l4oujTjbd26bVKilAJJ9+f7k+OItfb03FzQhSZoHoRLeUUToZYhxfsmz6XxXMgs4Zam026iIPEhyelc7rqqDfWRz+9PrY5OT0q1G3zNhdkGYNpZnD2ElRuOk/ffyBLYbYLiQAAAAASUVORK5CYII=" data-mlang="latex" data-equation="%E2%AD%95%5C%3B%20f(y)%3D-3%20%20y%2B%204" /> &nbsp;
&nbsp;

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ANSWERS

Subjects

Weekly leaderboard

x	f(x)
-4	-2
-1	5
3	4
5	-8