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0#npsb EAlaab : 7.J1i/t8(0) Fnd the avrraac rate change thc arca ol cirde wlth respect to Its radischanges Irom to cach of the follring [0 3.5to 3.1(D) Find the Ins...

Question

0#npsb EAlaab : 7.J1i/t8(0) Fnd the avrraac rate change thc arca ol cirde wlth respect to Its radischanges Irom to cach of the follring [0 3.5to 3.1(D) Find the Instantancous rate chongc wncaAtj)

0#npsb EAlaab : 7.J1i/t8 (0) Fnd the avrraac rate change thc arca ol cirde wlth respect to Its radis changes Irom to cach of the follring [0 3.5 to 3.1 (D) Find the Instantancous rate chongc wnca Atj)



Answers

Find the indicated instantaneous rates of change. In Example $3,$ calculate $v$ for $t=4.5 \mathrm{s}, 4.1 \mathrm{s}, 4.01 \mathrm{s}, 4.001 \mathrm{s} .$ This is finding the instantancous velocity as $h \rightarrow 0$ through negative values of $h$.

Thanks. And we have to find the rate of change of X. With respect to P. This is given the question P equals two who are born. Yeah point of zero. There was 01 excuse. Mhm. Last .1 X. Please .1 next. So we can I want double zero double 01 excuse Plus point of an x equals two 21 P. We have to find a rate of change of X. With respect to be So we have to find they accept only be so we will differentiate it with respect to peace. So this will because you point There was 0-10 one and 2 three. It's a squid. Do you accept on baby plus 0.1? Do you accept on baby? That is your costume the upon maybe to buy a pig. So from here this will be a cost two double zero double 03 X Square plus .1. The X upon Debbie. So this will be a costume -2 were born be square. So the X upon Maybe this will because to manage to upon we square point double zero double zero three X squared Last .1. Okay, so this is the ANSWERED. I hope you understood. Thank you.

Okay. This question wants us to find the relative rate of change for F of tea, which is defined as F prime, divided by F. So let's find the derivative F prime of tea, which is equal to 30 times the derivative of either the negative 17 which will have to use the chain rule. So it's e to the negative 17 times the derivative of the exponents. So the derivative of seven negative 70 is just negative seven. So this means that F prime of tea is equal to negative to 10 e to the negative 70. So now that we have that we can plug in to our formula, calculate our relative rate of change. So f prime of tea we said was negative. 2 10 e to the negative 17. And then we said fft was 30 e to the negative 70. So we see that the ease of negative 70 cancels and we're just left with negative to 10 divided by 30 which is just negative seven, which just

Polluted. Here you go. In person Problem number six here the functions that equals X plus right holding was so that it's because minus one there but express rider Horse Square, India. What? Which is a good point. US one day express rider who was square similarly there, Dave minus to calm our food. We're just gonna do minus run like my as to bless folder whose square with testicles minus one by true square, which is it was minus one by full. Similarly, is that my head minus Don't come off. Or it was minus Martin doing today minus to plus for the horse cart. Logistical minus one day foot.


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