HP 15c Manual
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Section 3: The Memory Stack, LAST X, and Data Storage 41 Loading the Stack with a Constant. Because the number in the T-register is replicated when the stack drops, this number can be used as a constant in arithmetic operations. T c c New constant generation. Z c c Y c c Drops to interact with X-register. X x cx Keys: * Fill the stack with a constant by keying it into the display and pressing v three times. Key in your initial argument and perform the...
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42 Section 3: The Memory Stack, LAST X, and Data Storage Keystrokes Display * 1,150.0000 Population at the end of day 1. * 1,322.5000 Day 2. * 1,520.8750 Day 3. * 1,749.0063 Day 4. Storage Register Operations When numbers are stored or recalled, they are copied between the display (X-register) and the data storage registers. At ―power-up‖ (initial turn-on or Continuous Memory reset) the HP-15C has 21 directly accessible storage registers: R0 through R9, R.0 through R.9,...
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Section 3: The Memory Stack, LAST X, and Data Storage 43 The above are stack lift-enabling operations, so the number remaining in the X-register can be used for subsequent calculations. If you address a nonexistent register, the display will show Error 3. Example: Springtime is coming and you want to keep track of 24 crocuses planted in your garden. Store the number of crocuses blooming the first day and add to this the number of new blooms the second day. Keystrokes Display 3 O 0...
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44 Section 3: The Memory Stack, LAST X, and Data Storage The number in the register is determined as follows: For storage arithmetic, new contents of register = old contents of register × number in display R0 r T t R0 r-x T t Z z Z z Y y Y y X x X x Keys: O-0 Recall Arithmetic. Recall arithmetic allows you to perform arithmetic with the displayed value and a stored value without lifting the stack, that is, without losing any values from the...
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Section 3: The Memory Stack, LAST X, and Data Storage 45 Example: Keep a running count of your newly blooming crocuses for two more days. Keystrokes Display 8 O 0 8.0000 Places the total number of blooms as of day 2 in R0. 4 O + 0 4.0000 Day 3: adds four new blooms to those already blooming. 3 O + 0 3.0000 Day 4: adds three new blooms. 24 l - 0 9.0000 Subtracts total number of blooms summed in R0(15) from the total number of plants (24); 9 crocuses have not bloomed. l 0 15.0000 (The...
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46 Section 3: The Memory Stack, LAST X, and Data Storage 2. Use arithmetic with constants to calculate the remaining balance of a $1000 loan after six payments of $100 each and an interest rate of 1% (0.01) per payment period. Procedure: Load the stack with (1 + i), where i = interest rate, and key in the initial loan balance. Use the following formula to find the new balance after each payment. New Balance = ((Old Balance)×(1 + i)) - Payment The first part of...
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47 Section 4 Statistics Functions A word about the statistics functions: their use is based on an understanding of memory stack operation (Section 3). You will find that order of entry is important for most statistics calculations. Probability Calculations The input for permutation and combination calculations is restricted to nonnegative integers. Enter the y-value before the x-value. These functions, like the arithmetic operators, cause the stack to drop as the...
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48 Section 4: Statistics Functions How many different four-card hands can be dealt from a deck of 52 cards? Keystrokes Display 52 v 4 4 Fifty-two (y) cards dealt four (x) at a time. |c 270,725.0000 Number of different hands possible. The maximum size of x or y is 9,999,999,999. Random Number Generator Pressing ´# (random number) will generate a random number (part of a uniformly distributed pseudo-random number sequence) in the range 0 ≤ r
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Section 4: Statistics Functions 49 Keystrokes Display l´ # 0.2809 Recall last random number generated, which is the new seed. (The ´ may be omitted.) Accumulating Statistics The HP-15C performs one- and two-variable statistical calculations. The data is first entered into the Y- and X-registers. Then the z function automatically calculates and stores statistics of the data in storage registers R2 through R7. These registers are therefore referred to as the...
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50 Section 4: Statistics Functions In some cases involving x or y data values that differ by a relatively small amount, the calculator cannot compute s, r, linear regression, or ŷ, and will display Error 2. This will not happen, however, if you normalize the data by keying in only the difference between each value and the mean or approximate mean of the values. This difference must be added back to the calculations of x, ŷ, and the y-intercept (L). For example, if...